400 ejercicios sobre División entre Monomios con sus soluciones.

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División entre Monomios
Resolver las siguientes operaciones:
1). (−40 ) ÷ (8w ) =w2x8 x2 2). (−190 ) ÷ (10z) =v4 z7 3). (240vz) ÷ (15) =
4). (−8 ) ÷ (−4 ) =u4y8 y5 5). (−35 ) ÷ (7 ) =x3z10 z10 6). (64 ) ÷ (16 ) =v4 y10 v4
7). (105 ) ÷ (−15 ) =v4 x6 x6 8). (−42 ) ÷ (−6) =w2x4 9). (−102 ) ÷ (6 ) =v5 z7 v3 z6
10). (−36 w) ÷ (4 w) =u4 u2 11). (285v ) ÷ (15v) =y7 12). (240 x) ÷ (15 ) =v5 v5
13). (128 ) ÷ (−8 ) =u5z8 u3z6 14). (144 ) ÷ (8 v) =u3v5 u3 15). (36 ) ÷ (6 y) =v3 y5 v3
16). (9 ) ÷ (− ) =v2 x9 x5 17). (4 y) ÷ (− y) =x3 x2 18). (56 ) ÷ (8 ) =x2y3 x2y2
19). (−18 ) ÷ (−18 ) =v3 y6 v2 20). (−20u ) ÷ (−10u ) =y10 y7 21). (252 ) ÷ (−14 ) =u2y4 u2
22). (238 ) ÷ (−14 ) =x4y6 x4y4 23). (−60 ) ÷ (−3 ) =x5y4 x3y2 24). (45 ) ÷ (−3z) =u3z2
25). (−78u ) ÷ (6 ) =w5 w3 26). (75v ) ÷ (15v ) =z7 z3 27). (−152 ) ÷ (−19 ) =y3 z5 y2 z5
28). (−65 ) ÷ (−13u) =u5v6 29). (−19 ) ÷ (−19v ) =v3 y6 y6 30). (−136 ) ÷ (8 ) =y5 z4 z2
31). (−320 y) ÷ (−16 y) =w4 w2 32). (98v ) ÷ (14v ) =w8 w5 33). (−96 ) ÷ (6u ) =u4w4 w3
34). (−285 ) ÷ (19w) =w5z9 35). (285x ) ÷ (−15 ) =z3 z3 36). (400 ) ÷ (−20 ) =v4 x10 v3 x8
37). (−143 ) ÷ (13 ) =u3v2 v2 38). (12v ) ÷ (−3 ) =w4 w4 39). (112 ) ÷ (−8 ) =u3y6 u2y4
40). (−39 ) ÷ (3 ) =u3x4 x2 41). (−15 ) ÷ (vy) =v5 y2 42). (68 ) ÷ (−17 ) =u5v10 u4v8
43). (342u ) ÷ (−19u ) =x4 x3 44). (40 y) ÷ (−20 ) =v3 v2 45). (−320 z) ÷ (−16 z) =x4 x2
46). (−35 ) ÷ (−7u ) =u5x4 x3 47). (204 z) ÷ (−17z) =y2 48). (51 ) ÷ (3 ) =u4w5 w4
49). (200w ) ÷ (10w ) =z3 z3 50). (−48 y) ÷ (−16 y) =w4 w2 51). (121 ) ÷ (−11u ) =u5v10 v3
52). (75 ) ÷ (15 ) =v5 z10 v4 z5 53). (56 ) ÷ (7 ) =u5w4 u3 54). (153v ) ÷ (−9v ) =w6 w2
55). (240 ) ÷ (−20 ) =w5x6 w5x4 56). (306y ) ÷ (−18y ) =z6 z2 57). (−240 ) ÷ (16 ) =x3z5 x2
58). (18 ) ÷ (9 ) =x5z6 x4 59). (180 ) ÷ (20 ) =u2v8 v7 60). (−234 ) ÷ (18 ) =w3y2 w3y2
61). (7 ) ÷ (− ) =u5v9 u4v7 62). (−280y ) ÷ (−20y ) =z6 z6 63). (32 ) ÷ (−2 ) =u3y3 u3y2
64). (−320 ) ÷ (16 ) =u5v6 u3v2 65). (75 ) ÷ (−5 ) =x3y7 x2y2 66). (−3 ) ÷ ( ) =v5 w4 v3 w4
67). (−22 ) ÷ (11u ) =u2x3 x2 68). (−112 w) ÷ (−8 ) =u4 u3 69). (−90v ) ÷ (−10v ) =y2 y2
70). (182 ) ÷ (14 ) =w5z3 w2z3 71). (180 ) ÷ (−9 ) =w3y9 y6 72). (192 ) ÷ (12uz) =u3z4
73). (−187 ) ÷ (−17 ) =u5z4 u4z3 74). (238 ) ÷ (17 ) =w5y4 w2y2 75). (−32 z) ÷ (−4 ) =w4 w4
76). (24 ) ÷ (−6 ) =u3x9 u2x8 77). (−285w ) ÷ (15w) =x2 78). (33 ) ÷ (3 ) =v3 y3 v2 y3
79). (126 x) ÷ (18 x) =w5 w4 80). (−55 ) ÷ (−11 x) =w2x8 w2 81). (55xy) ÷ (−5) =
82). (128 ) ÷ (−16 ) =u2w3 u2w2 83). (68 ) ÷ (−17w ) =w3z2 z2 84). (−143 ) ÷ (−13 ) =u5x7 u5
85). (−70v ) ÷ (7 ) =w10 w5 86). (−240w ) ÷ (−20z) =z4 87). (266 ) ÷ (−14 ) =w3y5 w3y5
88). (−160 y) ÷ (−10 ) =x4 x3 89). (234 ) ÷ (13v) =v5 z2 90). (−68v ) ÷ (4v ) =z4 z3
91). (−51 ) ÷ (17 ) =w3x3 w2x2 92). (−84 ) ÷ (−6 ) =v5 y9 v4 y5 93). (−48 ) ÷ (−4 ) =y4 z6 y4
94). (68 z) ÷ (−4 z) =v2 v2 95). (−39 ) ÷ (13 ) =v5 z6 v2 z4 96). (128 ) ÷ (16y ) =y5 z6 z4
97). (8w ) ÷ (−8) =z3 98). (−165 ) ÷ (−15 ) =v5 w7 v5 w2 99). (13u ) ÷ (1) =z9
100). (144 ) ÷ (−18u ) =u3y9 y9 101). (95 z) ÷ (−5 ) =u2 u2 102). (64 ) ÷ (8 ) =v5 w3 v4 w3
103). (−120 ) ÷ (−20 ) =w5y7 w3y6 104). (−64 ) ÷ (16 ) =w5x4 w5 105). (−136 ) ÷ (−8 ) =x4z3 x4z2
106). (−17u ) ÷ (17 ) =v10 v3 107). (−15 ) ÷ (5 z) =v4 z3 v4 108). (−48 ) ÷ (−3 ) =v4 z8 z5
109). (4v ) ÷ (−4v) =x5 110). (33 ) ÷ (−11 ) =u2w6 w6 111). (144 ) ÷ (−18) =u4y7
112). (−4 ) ÷ (4 ) =u5w9 u4w8 113). (320u ) ÷ (−16 ) =y5 y4 114). (−98 ) ÷ (14 ) =w2y10 w2y10
115). (−17 ) ÷ (−v ) =v5 y8 y3 116). (−18u ) ÷ (−9u) =w10 117). (21 ) ÷ (−7 ) =u5y9 u2y5
118). (16 ) ÷ (8 ) =u5v7 v4 119). (−34 ) ÷ (−17vy) =v2 y3 120). (120 ) ÷ (−20u ) =u5y4 y2
121). (−216v ) ÷ (12 ) =z5 z2 122). (−48 ) ÷ (3 ) =v3 y6 y5 123). (98x ) ÷ (14z) =z2
124). (72 ) ÷ (9 ) =v3 w8 v2 w3 125). (−108 ) ÷ (12 ) =v3 w3 w2 126). (−200 ) ÷ (−20 ) =v4 z8 v3 z3
127). (180 ) ÷ (20 ) =u4z4 u4z3 128). (−60 ) ÷ (−15) =u3y8 129). (−128 ) ÷ (8 ) =u5x3 u3
130). (144 ) ÷ (8 ) =y5 z3 y5 z3 131). (−77u ) ÷ (7u ) =x2 x2 132). (−21 ) ÷ (−7) =w2z2
133). (133 ) ÷ (19w ) =w2z5 z3 134). (−84 ) ÷ (−7) =x3z6 135). (12 ) ÷ ( ) =v3 w7 v2 w2
136). (−110w ) ÷ (−11) =z6 137). (−40 ) ÷ (5 ) =y4 z2 y3 138). (−4 ) ÷ (−4 ) =u2z8 z8
139). (−8 ) ÷ (− ) =v4 w8 w8 140). (48 ) ÷ (8 ) =v5 z3 z2 141). (10 ) ÷ (−10u) =u5w3
142). (168 ) ÷ (12 ) =v3 w10 v3 w5 143). (60 z) ÷ (−5z) =u2 144). (−32 ) ÷ (−8 w) =v5 w2 v3
145). (135 ) ÷ (15 ) =x2z7 x2z6 146). (30 ) ÷ (−10u ) =u4v5 v4 147). (−24u ) ÷ (12uw) =w7
148). (10 y) ÷ (5x) =x3 149). (32 ) ÷ (16) =u3v10 150). (195 ) ÷ (−13z) =u2z6
151). (−26 ) ÷ (−13u ) =u2w7 w4 152). (−60 ) ÷ (12 ) =x4y8 x3y6 153). (−152 ) ÷ (−8 ) =v2 y8 v2 y4
154). (−154 ) ÷ (−11 ) =u3y8 u2y7 155). (−50yz) ÷ (−10yz) = 156). (126 ) ÷ (−18 ) =v5 z9 v4 z3
157). (260 z) ÷ (−20 z) =v2 v2 158). (−16uv) ÷ (u) = 159). (−100 ) ÷ (20 ) =y5 z4 y4 z3
160). (26u ) ÷ (2 ) =w7 w7 161). (−36 ) ÷ (−2u ) =u3x10 x3 162). (−90y ) ÷ (−9z) =z6
163). (−98 ) ÷ (14 ) =u5x7 u5x7 164). (64 ) ÷ (8 ) =y4 z7 y2 z5 165). (9u ) ÷ (3 ) =v8 v7
166). (30v ) ÷ (−15v ) =z6 z5 167). (−65 z) ÷ (−5) =x2 168). (60 ) ÷ (−20 ) =v4 z5 z5
169). (−204v ) ÷ (−12) =w4 170). (102 z) ÷ (−17 z) =u5 u3 171). (−7 ) ÷ (−7y) =u4y2
172). (−114 ) ÷ (−19 ) =v3 z6 v2 z5 173). (340 ) ÷ (−17 ) =x5z7 x4z5 174). (−66vx) ÷ (6) =
175). (28 y) ÷ (−14 ) =x4 x3 176). (80 ) ÷ (10 ) =v4 x3 v4 177). (240 ) ÷ (−15x) =x2z3
178). (−153 ) ÷ (−9x ) =x2z2 z2 179). (−15 ) ÷ (5 ) =u3y8 u3y2 180). (288v ) ÷ (18) =w3
181). (−120 ) ÷ (−6 ) =v4 y8 v2 y5 182). (−65 ) ÷ (−5x) =u4x2 183). (18 v) ÷ (9 ) =u5 u5
184). (84 ) ÷ (−12 y) =u2y7 u2 185). (160u ) ÷ (−10w) =w8 186). (36 ) ÷ (−12z) =u3z6
187). (160 ) ÷ (−16) =w5z6 188). (−66 ) ÷ (−11 ) =x2z9 x2 189). (4 ) ÷ (−4 ) =u2z6 u2z4
190). (132 y) ÷ (12 ) =w3 w3 191). (−288 y) ÷ (16 y) =u5 u5 192). (−70 z) ÷ (−10 ) =y5 y4
193). (−63 ) ÷ (9v ) =v2 z8 z3 194). (−120 ) ÷ (−20 ) =u5w8 u5w3 195). (−16 ) ÷ (8u ) =u3y5 y2
196). (18x ) ÷ (−18x ) =y7 y2 197). (153wy) ÷ (9wy) = 198). (−117 ) ÷ (9 w) =v4 w6 v4
199). (−8wy) ÷ (y) = 200). (−140u ) ÷ (14uy) =y2 201). (126 ) ÷ (−14 ) =w4x3 w3x2
202). (−135 ) ÷ (15 ) =v2 x9 v2 x4 203). (170 ) ÷ (10 ) =y5 z6 y3 204). (−88v ) ÷ (8v ) =w7 w3
205). (12 ) ÷ ( ) =u2y7 u2y4 206). (120 ) ÷ (−12 ) =w2x8 w2x2 207). (200x ) ÷ (10x ) =z10 z9
208). (−40 ) ÷ (20 ) =u5z6 u2z3 209). (40 z) ÷ (−2 z) =w3 w3 210). (96u ) ÷ (8u ) =z7 z7
211). (−182 ) ÷ (14 w) =v4 w2 v2 212). (−90 x) ÷ (−18w) =w2 213). (−285 ) ÷ (−15wx) =w2x2
214). (−8 ) ÷ (−2 ) =u4w8 u3w7 215). (30 ) ÷ (5 ) =u4z4 u4 216). (−120 ) ÷ (15 ) =y4 z8 y3 z5
217). (−128 ) ÷ (−8 ) =u2v6 u2v6 218). (24 ) ÷ (−3x ) =x3z6 z6 219). (126 ) ÷ (−18 ) =u4v10 u2v2
220). (−45 ) ÷ (−9 z) =v4 z4 v3 221). (−34 ) ÷ (2 ) =u5x5 u4 222). (−60 ) ÷ (−5uw) =u2w2
223). (143 ) ÷ (11 ) =u4x5 u4 224). (324xz) ÷ (18xz) = 225). (204 x) ÷ (−12v) =v3
226). (− ) ÷ (− z) =v5 z2 v5 227). (40 ) ÷ (−10) =u3v6 228). (140 ) ÷ (10v ) =v4 z8 z4
229). (272 ) ÷ (−16) =v4 x10 230). (−114 ) ÷ (−19y) =w2y5 231). (−84 ) ÷ (12 ) =w4y8 y5
232). (54 ) ÷ (−6 ) =w5x2 x2 233). (−288 ) ÷ (−18 ) =u4w10 u2w5 234). (12 ) ÷ (u ) =u3v8 v3
235). (−144 ) ÷ (8 ) =w4y2 w2 236). (45 ) ÷ (5uy) =u4y10 237). (204 ) ÷ (12 ) =w5z4 w4
238). (−81v ) ÷ (9vz) =z6 239). (u ) ÷ (−u) =w3 240). (−6 ) ÷ (6 ) =w5z3 w5
241). (110 ) ÷ (11u ) =u2x9 x4 242). (−21wx) ÷ (7wx) = 243). (95 ) ÷ (−19v ) =v2 w6 w6
244). (210 ) ÷ (15 ) =u3y2 u2 245). (10 z) ÷ (2w) =w4 246). (−180 ) ÷ (−12w) =u3w2
247). (32 ) ÷ (−4 ) =v4 z4 v3 z4 248). (−60 y) ÷ (−12 y) =w3 w3 249). (15 ) ÷ (−x) =x3z2
250). (−10 ) ÷ (−5u ) =u2y10 y8 251). (17u ) ÷ (−u ) =x7 x6 252). (16 ) ÷ (−x) =u2x7
253). (48 ) ÷ (6v ) =v2 x5 x2 254). (−36 ) ÷ (−9w ) =w3x6 x4 255). (40 ) ÷ (−5) =u5w3
256). (240v ) ÷ (20vy) =y9 257). (32 ) ÷ (−2 ) =v4 z2 v4 258). (20 ) ÷ (−10 ) =w2z10 w2z8
259). (165v ) ÷ (−11v) =z7 260). (4w ) ÷ (−2x) =x3 261). (180 ) ÷ (12vy) =v2 y9
262). (360v ) ÷ (18 ) =y3 y3 263). (−91 ) ÷ (−7 ) =y4 z2 y3 264). (−84x ) ÷ (6y) =y10
265). (−240 ) ÷ (−16 ) =u5w5 u5w5 266). (80 ) ÷ (−16 ) =u5z5 u4z4 267). (44 ) ÷ (−11v ) =v2 x6 x5
268). (−27 ) ÷ (−9x ) =x3z10z2 269). (−96 ) ÷ (8 y) =v5 y3 v2 270). (28 ) ÷ (−2 ) =v4 x4 v4 x3
271). (−128v ) ÷ (−8 ) =y9 y4 272). (18 ) ÷ (9x ) =x4y10 y5 273). (−140 ) ÷ (−7 ) =v5 y7 v2
274). (70 ) ÷ (−7 ) =u3x4 u2x2 275). (−16 ) ÷ (8 ) =u4x2 u4x2 276). (−300 ) ÷ (20w ) =w2z10 z4
277). (40 ) ÷ (−20 ) =u5x3 x2 278). (160u ) ÷ (−8u ) =x10 x5 279). (6 ) ÷ (6 ) =u2w2 u2
280). (130 ) ÷ (−10 x) =u4x5 u2 281). (−240 ) ÷ (20 ) =v4 z9 v2 z5 282). (30 ) ÷ (10vz) =v3 z2
283). (126 ) ÷ (14 ) =w2y6 y2 284). (64w ) ÷ (−16w ) =y6 y6 285). (−143 ) ÷ (−11 z) =x3z6 x2
286). (−26 ) ÷ (2 ) =w3y8 w3 287). (120 ) ÷ (8 ) =w4y5 w4y4 288). (−180 ) ÷ (18ux) =u3x2
289). (22 z) ÷ (−11w) =w2 290). (21 ) ÷ (−3 ) =w4x7 w2x7 291). (24 ) ÷ (4v ) =v3 w6 w3
292). (20 ) ÷ (− ) =v3 w3 w3 293). (114 ) ÷ (−19 ) =u5z2 u2 294). (288v ) ÷ (−18x) =x4
295). (20 ) ÷ (−2 ) =v3 z4 v2 z3 296). (−56x ) ÷ (−7x ) =z10 z7 297). (234 ) ÷ (18 ) =u4w6 u3
298). (−72 ) ÷ (12x ) =x3z9 z8 299). (234uy) ÷ (−13u) = 300). (224 ) ÷ (16u ) =u3x8 x5
301). (−24 ) ÷ (2 ) =x5z4 x4z3 302). (81 v) ÷ (−9 ) =u5 u5 303). (−33 ) ÷ (−11) =v4 z2
304). (300 ) ÷ (−15 ) =v2 w5 w2 305). (−136 ) ÷ (8) =x3y9 306). (285v ) ÷ (−15 ) =y10 y4
307). (170v ) ÷ (−10v) =y2 308). (−60 y) ÷ (5wy) =w2 309). (84 ) ÷ (−14v) =v4 x4
310). (119x ) ÷ (7x ) =y5 y4 311). (−117u ) ÷ (−9 ) =x8 x5 312). (−160 ) ÷ (−10 ) =v4 y6 v3 y5
313). (12 ) ÷ ( ) =v5 x8 v4 x7 314). (−152 ) ÷ (8 ) =x3y10 x2y2 315). (−270 x) ÷ (−18 x) =w5 w4
316). (−208v ) ÷ (−16v) =x10 317). (140 ) ÷ (14u ) =u2w8 w4 318). (144u ) ÷ (−18 ) =w6 w6
319). (133 ) ÷ (7y) =u4y2 320). (34 ) ÷ (−17) =w3z2 321). (−75 ) ÷ (−5 ) =v5 w10 v5 w7
322). (−40 ) ÷ (10x ) =x5y5 y2 323). (12 ) ÷ (12 z) =w4z2 w2 324). (180 ) ÷ (9 ) =u2v5 v4
325). (3 ) ÷ ( ) =u5x5 u5x5 326). (220 ) ÷ (−20v ) =v3 z8 z2 327). (−48v ) ÷ (3 ) =w7 w6
328). (−91w ) ÷ (−13w ) =y7 y4 329). (84v ) ÷ (7v ) =x10 x5 330). (162 ) ÷ (9w ) =w4z2 z2
331). (54 ) ÷ (−18w ) =w2x2 x2 332). (30 ) ÷ (10 w) =u4w6 u2 333). (285 ) ÷ (19 ) =v2 w4 w4
334). (−95u ) ÷ (5z) =z3 335). (136vy) ÷ (−8v) = 336). (−126 ) ÷ (18 ) =y4 z6 y2 z5
337). (−126 x) ÷ (−7 ) =u4 u2 338). (208 ) ÷ (−16 y) =w3y2 w2 339). (63w ) ÷ (9) =z2
340). (−15 ) ÷ (3x) =v3 x7 341). (−288 y) ÷ (−16 y) =u5 u2 342). (−280 ) ÷ (14 ) =u3w5 w4
343). (320v ) ÷ (20z) =z6 344). (17 ) ÷ (17 ) =v2 w8 w3 345). (−18 ) ÷ (−u ) =u4v5 v5
346). (340 ) ÷ (−20 ) =w4z5 w4z5 347). (−27 ) ÷ (3v ) =v5 w4 w2 348). (64 ) ÷ (8 ) =w3x7 w2x3
349). (165 ) ÷ (−15 ) =u5w8 u4w2 350). (−247 ) ÷ (13 ) =w5z5 w4 351). (4 ) ÷ (−2 ) =v4 y5 y2
352). (−60 ) ÷ (−10 ) =x5y4 x5y4 353). (342 ) ÷ (−18v) =v2 z2 354). (36 ) ÷ (9 ) =v5 y6 v5 y2
355). (−300w ) ÷ (15 ) =y7 y2 356). (−56x ) ÷ (7) =y4 357). (−42 ) ÷ (6 ) =v3 w8 v2 w8
358). (20 ) ÷ (− ) =v4 x8 v2 x4 359). (−15 ) ÷ (−3 z) =v4 z4 v3 360). (228 ) ÷ (−19 ) =u4w6 w3
361). (24 ) ÷ (−3 ) =v4 x8 v3 x5 362). (228vz) ÷ (12z) = 363). (−190 v) ÷ (19 ) =u3 u2
364). (66v ) ÷ (−6x) =x10 365). (30u ) ÷ (−5) =x3 366). (−140u ) ÷ (−14z) =z2
367). (24 ) ÷ (4 ) =w3x7 w3 368). (88 ) ÷ (11 ) =v2 x6 x6 369). (−72 ) ÷ (4w) =u3w9
370). (140 ) ÷ (−14 ) =u3w3 u3w3 371). (182u ) ÷ (14u ) =v10 v4 372). (208x ) ÷ (16x ) =z4 z4
373). (−48 ) ÷ (−3 ) =u4x10 x9 374). (−12 ) ÷ (−6 ) =u4x2 x2 375). (78 ) ÷ (13 ) =w3z10 z10
376). (91 ) ÷ (7 ) =u5y3 u4y3 377). (−28w ) ÷ (14 ) =y8 y3 378). (−90v ) ÷ (−15 ) =w8 w6
379). (−90vz) ÷ (18z) = 380). (32 ) ÷ (2 ) =v3 w6 w6 381). (−10 ) ÷ (− ) =v5 y4 y4
382). (160 ) ÷ (−16y) =v5 y5 383). (165 ) ÷ (−15u ) =u3y10 y7 384). (−120 ) ÷ (−12 ) =x3y10 x2y6
385). (260 ) ÷ (13 ) =v5 w2 w2 386). (30v ) ÷ (10 ) =w3 w3 387). (−380 y) ÷ (19 ) =u5 u5
388). (−80u ) ÷ (−8u ) =x3 x3 389). (240 ) ÷ (20z) =w2z3 390). (−8x ) ÷ (2) =z9
391). (−210 ) ÷ (−15 y) =x5y4 x2 392). (36 ) ÷ (2 ) =w2z3 w2 393). (−26x ) ÷ (−13x ) =z9 z6
394). (63 ) ÷ (7 ) =u5y6 u4y3 395). (−361v ) ÷ (19vx) =x7 396). (−170u ) ÷ (−10u ) =x2 x2
397). (−60 ) ÷ (10wx) =w2x10 398). (27 ) ÷ (3v ) =v2 y2 y2 399). (−140 ) ÷ (−20v ) =v3 y10 y9
400). (209 ) ÷ (11 ) =u4x6 u3x5
HOJA DE RESPUESTAS
División entre Monomios
Resolver las siguientes operaciones:
1). 2).
3). 4).
5). 6).
7). 8).
9). 10).
11). 12).
13). 14).
15). 16).
17). 18).
19). 20).
21). 22).
23). 24).
25). 26).
27). 28).
29). 30).
31). 32).
33). 34).
(−40 ) ÷ (8w ) = −5ww2x8 x2 x6 (−190 ) ÷ (10z) = −19v4 z7 v4 z6
(240vz) ÷ (15) = 16vz (−8 ) ÷ (−4 ) = 2u4y8 y5 u4y3
(−35 ) ÷ (7 ) = −5x3z10 z10 x3 (64 ) ÷ (16 ) = 4v4 y10 v4 y10
(105 ) ÷ (−15 ) = −7v4 x6 x6 v4 (−42 ) ÷ (−6) = 7w2x4 w2x4
(−102 ) ÷ (6 ) = −17 zv5 z7 v3 z6 v2 (−36 w) ÷ (4 w) = −9u4 u2 u2
(285v ) ÷ (15v) = 19y7 y7 (240 x) ÷ (15 ) = 16xv5 v5
(128 ) ÷ (−8 ) = −16u5z8 u3z6 u2z2 (144 ) ÷ (8 v) = 18u3v5 u3 v4
(36 ) ÷ (6 y) = 6v3 y5 v3 y4 (9 ) ÷ (− ) = −9v2 x9 x5 v2 x4
(4 y) ÷ (− y) = −4xx3 x2 (56 ) ÷ (8 ) = 7yx2y3 x2y2
(−18 ) ÷ (−18 ) = vv3 y6 v2 y6 (−20u ) ÷ (−10u ) = 2y10 y7 y3
(252 ) ÷ (−14 ) = −18u2y4 u2 y4 (238 ) ÷ (−14 ) = −17x4y6 x4y4 y2
(−60 ) ÷ (−3 ) = 20x5y4 x3y2 x2y2 (45 ) ÷ (−3z) = −15 zu3z2 u3
(−78u ) ÷ (6 ) = −13uw5 w3 w2 (75v ) ÷ (15v ) = 5z7 z3 z4
(−152 ) ÷ (−19 ) = 8yy3 z5 y2 z5 (−65 ) ÷ (−13u) = 5u5v6 u4v6
(−19 ) ÷ (−19v ) =v3 y6 y6 v2 (−136 ) ÷ (8 ) = −17y5 z4 z2 y5 z2
(−320 y) ÷ (−16 y) = 20w4 w2 w2 (98v ) ÷ (14v ) = 7w8 w5 w3
(−96 ) ÷ (6u ) = −16 wu4w4 w3 u3 (−285 ) ÷ (19w) = −15w5z9 w4z9
35). 36).
37). 38).
39). 40).
41). 42).
43). 44).
45). 46).
47). 48).
49). 50).
51). 52).
53). 54).
55). 56).
57). 58).
59). 60).
61). 62).
63). 64).
65). 66).
67). 68).
69). 70).
(285x ) ÷ (−15 ) = −19xz3 z3 (400 ) ÷ (−20 ) = −20vv4 x10 v3 x8 x2
(−143 ) ÷ (13 ) = −11u3v2 v2 u3 (12v ) ÷ (−3 ) = −4vw4 w4
(112 ) ÷ (−8 ) = −14uu3y6 u2y4 y2 (−39 ) ÷ (3 ) = −13u3x4 x2 u3x2
(−15 ) ÷ (vy) = −15 yv5 y2 v4 (68 ) ÷ (−17 ) = −4uu5v10 u4v8 v2
(342u ) ÷ (−19u ) = −18xx4 x3 (40 y) ÷ (−20 ) = −2vyv3 v2
(−320 z) ÷ (−16 z) = 20x4 x2 x2 (−35 ) ÷ (−7u ) = 5 xu5x4 x3 u4
(204 z) ÷ (−17z) = −12y2 y2 (51 ) ÷ (3 ) = 17 wu4w5 w4 u4
(200w ) ÷ (10w ) = 20z3 z3 (−48 y) ÷ (−16 y) = 3w4 w2 w2
(121 ) ÷ (−11u ) = −11u5v10 v3 u4v7 (75 ) ÷ (15 ) = 5vv5 z10 v4 z5 z5
(56 ) ÷ (7 ) = 8u5w4 u3 u2w4 (153v ) ÷ (−9v ) = −17w6 w2 w4
(240 ) ÷ (−20 ) = −12w5x6 w5x4 x2 (306y ) ÷ (−18y ) = −17z6 z2 z4
(−240 ) ÷ (16 ) = −15xx3z5 x2 z5 (18 ) ÷ (9 ) = 2xx5z6 x4 z6
(180 ) ÷ (20 ) = 9 vu2v8 v7 u2 (−234 ) ÷ (18 ) = −13w3y2 w3y2
(7 ) ÷ (− ) = −7uu5v9 u4v7 v2 (−280y ) ÷ (−20y ) = 14z6 z6
(32 ) ÷ (−2 ) = −16yu3y3 u3y2 (−320 ) ÷ (16 ) = −20u5v6 u3v2 u2v4
(75 ) ÷ (−5 ) = −15xx3y7 x2y2 y5 (−3 ) ÷ ( ) = −3v5 w4 v3 w4 v2
(−22 ) ÷ (11u ) = −2uxu2x3 x2 (−112 w) ÷ (−8 ) = 14uwu4 u3
(−90v ) ÷ (−10v ) = 9y2 y2 (182 ) ÷ (14 ) = 13w5z3 w2z3 w3
71). 72).
73). 74).
75). 76).
77). 78).
79). 80).
81). 82).
83). 84).
85). 86).
87). 88).
89). 90).
91). 92).
93). 94).
95). 96).
97). 98).
99). 100).
101). 102).
103). 104).
105). 106).
(180 ) ÷ (−9 ) = −20w3y9 y6 w3y3 (192 ) ÷ (12uz) = 16u3z4 u2z3
(−187 ) ÷ (−17 ) = 11uzu5z4 u4z3 (238 ) ÷ (17 ) = 14w5y4 w2y2 w3y2
(−32 z) ÷ (−4 ) = 8zw4 w4 (24 ) ÷ (−6 ) = −4uxu3x9 u2x8
(−285w ) ÷ (15w) = −19x2 x2 (33 ) ÷ (3 ) = 11vv3 y3 v2 y3
(126 x) ÷ (18 x) = 7ww5 w4 (−55 ) ÷ (−11 x) = 5w2x8 w2 x7
(55xy) ÷ (−5) = −11xy (128 ) ÷ (−16 ) = −8wu2w3 u2w2
(68 ) ÷ (−17w ) = −4w3z2 z2 w2 (−143 ) ÷ (−13 ) = 11u5x7 u5 x7
(−70v ) ÷ (7 ) = −10vw10 w5 w5 (−240w ) ÷ (−20z) = 12wz4 z3
(266 ) ÷ (−14 ) = −19w3y5 w3y5 (−160 y) ÷ (−10 ) = 16xyx4 x3
(234 ) ÷ (13v) = 18v5 z2 v4 z2 (−68v ) ÷ (4v ) = −17zz4 z3
(−51 ) ÷ (17 ) = −3wxw3x3 w2x2 (−84 ) ÷ (−6 ) = 14vv5 y9 v4 y5 y4
(−48 ) ÷ (−4 ) = 12y4 z6 y4 z6 (68 z) ÷ (−4 z) = −17v2 v2
(−39 ) ÷ (13 ) = −3v5 z6 v2 z4 v3 z2 (128 ) ÷ (16y ) = 8y5 z6 z4 y4 z2
(8w ) ÷ (−8) = −wz3 z3 (−165 ) ÷ (−15 ) = 11v5 w7 v5 w2 w5
(13u ) ÷ (1) = 13uz9 z9 (144 ) ÷ (−18u ) = −8u3y9 y9 u2
(95 z) ÷ (−5 ) = −19zu2 u2 (64 ) ÷ (8 ) = 8vv5 w3 v4 w3
(−120 ) ÷ (−20 ) = 6 yw5y7 w3y6 w2 (−64 ) ÷ (16 ) = −4w5x4 w5 x4
(−136 ) ÷ (−8 ) = 17zx4z3 x4z2 (−17u ) ÷ (17 ) = −uv10 v3 v7
107). 108).
109). 110).
111). 112).
113). 114).
115). 116).
117). 118).
119).120).
121). 122).
123). 124).
125). 126).
127). 128).
129). 130).
131). 132).
133). 134).
135). 136).
137). 138).
139). 140).
141). 142).
(−15 ) ÷ (5 z) = −3v4 z3 v4 z2 (−48 ) ÷ (−3 ) = 16v4 z8 z5 v4 z3
(4v ) ÷ (−4v) = −x5 x5 (33 ) ÷ (−11 ) = −3u2w6 w6 u2
(144 ) ÷ (−18) = −8u4y7 u4y7 (−4 ) ÷ (4 ) = −uwu5w9 u4w8
(320u ) ÷ (−16 ) = −20uyy5 y4 (−98 ) ÷ (14 ) = −7w2y10 w2y10
(−17 ) ÷ (−v ) = 17v5 y8 y3 v4 y5 (−18u ) ÷ (−9u) = 2w10 w10
(21 ) ÷ (−7 ) = −3u5y9 u2y5 u3y4 (16 ) ÷ (8 ) = 2u5v7 v4 u5v3
(−34 ) ÷ (−17vy) = 2vv2 y3 y2 (120 ) ÷ (−20u ) = −6u5y4 y2 u4y2
(−216v ) ÷ (12 ) = −18vz5 z2 z3 (−48 ) ÷ (3 ) = −16 yv3 y6 y5 v3
(98x ) ÷ (14z) = 7xzz2 (72 ) ÷ (9 ) = 8vv3 w8 v2 w3 w5
(−108 ) ÷ (12 ) = −9 wv3 w3 w2 v3 (−200 ) ÷ (−20 ) = 10vv4 z8 v3 z3 z5
(180 ) ÷ (20 ) = 9zu4z4 u4z3 (−60 ) ÷ (−15) = 4u3y8 u3y8
(−128 ) ÷ (8 ) = −16u5x3 u3 u2x3 (144 ) ÷ (8 ) = 18y5 z3 y5 z3
(−77u ) ÷ (7u ) = −11x2 x2 (−21 ) ÷ (−7) = 3w2z2 w2z2
(133 ) ÷ (19w ) = 7ww2z5 z3 z2 (−84 ) ÷ (−7) = 12x3z6 x3z6
(12 ) ÷ ( ) = 12vv3 w7 v2 w2 w5 (−110w ) ÷ (−11) = 10wz6 z6
(−40 ) ÷ (5 ) = −8yy4 z2 y3 z2 (−4 ) ÷ (−4 ) =u2z8 z8 u2
(−8 ) ÷ (− ) = 8v4 w8 w8 v4 (48 ) ÷ (8 ) = 6 zv5 z3 z2 v5
(10 ) ÷ (−10u) = −u5w3 u4w3 (168 ) ÷ (12 ) = 14v3 w10 v3 w5 w5
143). 144).
145). 146).
147). 148).
149). 150).
151). 152).
153). 154).
155). 156).
157). 158).
159). 160).
161). 162).
163). 164).
165). 166).
167). 168).
169). 170).
171). 172).
173). 174).
175). 176).
177). 178).
(60 z) ÷ (−5z) = −12u2 u2 (−32 ) ÷ (−8 w) = 4 wv5 w2 v3 v2
(135 ) ÷ (15 ) = 9zx2z7 x2z6 (30 ) ÷ (−10u ) = −3 vu4v5 v4 u3
(−24u ) ÷ (12uw) = −2w7 w6 (10 y) ÷ (5x) = 2 yx3 x2
(32 ) ÷ (16) = 2u3v10 u3v10 (195 ) ÷ (−13z) = −15u2z6 u2z5
(−26 ) ÷ (−13u ) = 2uu2w7 w4 w3 (−60 ) ÷ (12 ) = −5xx4y8 x3y6 y2
(−152 ) ÷ (−8 ) = 19v2 y8 v2 y4 y4 (−154 ) ÷ (−11 ) = 14uyu3y8 u2y7
(−50yz) ÷ (−10yz) = 5 (126 ) ÷ (−18 ) = −7vv5 z9 v4 z3 z6
(260 z) ÷ (−20 z) = −13v2 v2 (−16uv) ÷ (u) = −16v
(−100 ) ÷ (20 ) = −5yzy5 z4 y4 z3 (26u ) ÷ (2 ) = 13uw7 w7
(−36 ) ÷ (−2u ) = 18u3x10 x3 u2x7 (−90y ) ÷ (−9z) = 10yz6 z5
(−98 ) ÷ (14 ) = −7u5x7 u5x7 (64 ) ÷ (8 ) = 8y4 z7 y2 z5 y2 z2
(9u ) ÷ (3 ) = 3uvv8 v7 (30v ) ÷ (−15v ) = −2zz6 z5
(−65 z) ÷ (−5) = 13 zx2 x2 (60 ) ÷ (−20 ) = −3v4 z5 z5 v4
(−204v ) ÷ (−12) = 17vw4 w4 (102 z) ÷ (−17 z) = −6u5 u3 u2
(−7 ) ÷ (−7y) = yu4y2 u4 (−114 ) ÷ (−19 ) = 6vzv3 z6 v2 z5
(340 ) ÷ (−17 ) = −20xx5z7 x4z5 z2 (−66vx) ÷ (6) = −11vx
(28 y) ÷ (−14 ) = −2xyx4 x3 (80 ) ÷ (10 ) = 8v4 x3 v4 x3
(240 ) ÷ (−15x) = −16xx2z3 z3 (−153 ) ÷ (−9x ) = 17xx2z2 z2
179). 180).
181). 182).
183). 184).
185). 186).
187). 188).
189). 190).
191). 192).
193). 194).
195). 196).
197). 198).
199). 200).
201). 202).
203). 204).
205). 206).
207). 208).
209). 210).
211). 212).
213). 214).
(−15 ) ÷ (5 ) = −3u3y8 u3y2 y6 (288v ) ÷ (18) = 16vw3 w3
(−120 ) ÷ (−6 ) = 20v4 y8 v2 y5 v2 y3 (−65 ) ÷ (−5x) = 13 xu4x2 u4
(18 v) ÷ (9 ) = 2vu5 u5 (84 ) ÷ (−12 y) = −7u2y7 u2 y6
(160u ) ÷ (−10w) = −16uw8 w7 (36 ) ÷ (−12z) = −3u3z6 u3z5
(160 ) ÷ (−16) = −10w5z6 w5z6 (−66 ) ÷ (−11 ) = 6x2z9 x2 z9
(4 ) ÷ (−4 ) = −u2z6 u2z4 z2 (132 y) ÷ (12 ) = 11yw3 w3
(−288 y) ÷ (16 y) = −18u5 u5 (−70 z) ÷ (−10 ) = 7yzy5 y4
(−63 ) ÷ (9v ) = −7vv2 z8 z3 z5 (−120 ) ÷ (−20 ) = 6u5w8 u5w3 w5
(−16 ) ÷ (8u ) = −2u3y5 y2 u2y3 (18x ) ÷ (−18x ) = −y7 y2 y5
(153wy) ÷ (9wy) = 17 (−117 ) ÷ (9 w) = −13v4 w6 v4 w5
(−8wy) ÷ (y) = −8w (−140u ) ÷ (14uy) = −10yy2
(126 ) ÷ (−14 ) = −9wxw4x3 w3x2 (−135 ) ÷ (15 ) = −9v2 x9 v2 x4 x5
(170 ) ÷ (10 ) = 17y5 z6 y3 y2 z6 (−88v ) ÷ (8v ) = −11w7 w3 w4
(12 ) ÷ ( ) = 12u2y7 u2y4 y3 (120 ) ÷ (−12 ) = −10w2x8 w2x2 x6
(200x ) ÷ (10x ) = 20zz10 z9 (−40 ) ÷ (20 ) = −2u5z6 u2z3 u3z3
(40 z) ÷ (−2 z) = −20w3 w3 (96u ) ÷ (8u ) = 12z7 z7
(−182 ) ÷ (14 w) = −13 wv4 w2 v2 v2 (−90 x) ÷ (−18w) = 5wxw2
(−285 ) ÷ (−15wx) = 19wxw2x2 (−8 ) ÷ (−2 ) = 4uwu4w8 u3w7
215). 216).
217). 218).
219). 220).
221). 222).
223). 224).
225). 226).
227). 228).
229). 230).
231). 232).
233). 234).
235). 236).
237). 238).
239). 240).
241). 242).
243). 244).
245). 246).
247). 248).
249). 250).
(30 ) ÷ (5 ) = 6u4z4 u4 z4 (−120 ) ÷ (15 ) = −8yy4 z8 y3 z5 z3
(−128 ) ÷ (−8 ) = 16u2v6 u2v6 (24 ) ÷ (−3x ) = −8x3z6 z6 x2
(126 ) ÷ (−18 ) = −7u4v10 u2v2 u2v8 (−45 ) ÷ (−9 z) = 5vv4 z4 v3 z3
(−34 ) ÷ (2 ) = −17uu5x5 u4 x5 (−60 ) ÷ (−5uw) = 12uwu2w2
(143 ) ÷ (11 ) = 13u4x5 u4 x5 (324xz) ÷ (18xz) = 18
(204 x) ÷ (−12v) = −17 xv3 v2 (− ) ÷ (− z) = zv5 z2 v5
(40 ) ÷ (−10) = −4u3v6 u3v6 (140 ) ÷ (10v ) = 14v4 z8 z4 v3 z4
(272 ) ÷ (−16) = −17v4 x10 v4 x10 (−114 ) ÷ (−19y) = 6w2y5 w2y4
(−84 ) ÷ (12 ) = −7w4y8 y5 w4y3 (54 ) ÷ (−6 ) = −9w5x2 x2 w5
(−288 ) ÷ (−18 ) = 16u4w10 u2w5 u2w5 (12 ) ÷ (u ) = 12u3v8 v3 u2v5
(−144 ) ÷ (8 ) = −18w4y2 w2 w2y2 (45 ) ÷ (5uy) = 9u4y10 u3y9
(204 ) ÷ (12 ) = 17ww5z4 w4 z4 (−81v ) ÷ (9vz) = −9z6 z5
(u ) ÷ (−u) = −w3 w3 (−6 ) ÷ (6 ) = −w5z3 w5 z3
(110 ) ÷ (11u ) = 10uu2x9 x4 x5 (−21wx) ÷ (7wx) = −3
(95 ) ÷ (−19v ) = −5vv2 w6 w6 (210 ) ÷ (15 ) = 14uu3y2 u2 y2
(10 z) ÷ (2w) = 5 zw4 w3 (−180 ) ÷ (−12w) = 15 wu3w2 u3
(32 ) ÷ (−4 ) = −8vv4 z4 v3 z4 (−60 y) ÷ (−12 y) = 5w3 w3
(15 ) ÷ (−x) = −15x3z2 x2z2 (−10 ) ÷ (−5u ) = 2uu2y10 y8 y2
251). 252).
253). 254).
255). 256).
257). 258).
259). 260).
261). 262).
263). 264).
265). 266).
267). 268).
269). 270).
271). 272).
273). 274).
275). 276).
277). 278).
279). 280).
281). 282).
283). 284).
285). 286).
(17u ) ÷ (−u ) = −17xx7 x6 (16 ) ÷ (−x) = −16u2x7 u2x6
(48 ) ÷ (6v ) = 8vv2 x5 x2 x3 (−36 ) ÷ (−9w ) = 4w3x6 x4 w2x2
(40 ) ÷ (−5) = −8u5w3 u5w3 (240v ) ÷ (20vy) = 12y9 y8
(32 ) ÷ (−2 ) = −16v4 z2 v4 z2 (20 ) ÷ (−10 ) = −2w2z10 w2z8 z2
(165v ) ÷ (−11v) = −15z7 z7 (4w ) ÷ (−2x) = −2wx3 x2
(180 ) ÷ (12vy) = 15vv2 y9 y8 (360v ) ÷ (18 ) = 20vy3 y3
(−91 ) ÷ (−7 ) = 13yy4 z2 y3 z2 (−84x ) ÷ (6y) = −14xy10 y9
(−240 ) ÷ (−16 ) = 15u5w5 u5w5 (80 ) ÷ (−16 ) = −5uzu5z5 u4z4
(44 ) ÷ (−11v ) = −4vxv2 x6 x5 (−27 ) ÷ (−9x ) = 3x3z10 z2 x2z8
(−96 ) ÷ (8 y) = −12v5 y3 v2 v3 y2 (28 ) ÷ (−2 ) = −14xv4 x4 v4 x3
(−128v ) ÷ (−8 ) = 16vy9 y4 y5 (18 ) ÷ (9x ) = 2x4y10 y5 x3y5
(−140 ) ÷ (−7 ) = 20v5 y7 v2 v3 y7 (70 ) ÷ (−7 ) = −10uu3x4 u2x2 x2
(−16 ) ÷ (8 ) = −2u4x2 u4x2 (−300 ) ÷ (20w ) = −15ww2z10 z4 z6
(40 ) ÷ (−20 ) = −2 xu5x3 x2 u5 (160u ) ÷ (−8u ) = −20x10 x5 x5
(6 ) ÷ (6 ) =u2w2 u2 w2 (130 ) ÷ (−10 x) = −13u4x5 u2 u2x4
(−240 ) ÷ (20 ) = −12v4 z9 v2 z5 v2 z4 (30 ) ÷ (10vz) = 3 zv3 z2 v2
(126 ) ÷ (14 ) = 9w2y6 y2 w2y4 (64w ) ÷ (−16w ) = −4y6 y6
(−143 ) ÷ (−11 z) = 13xx3z6 x2 z5 (−26 ) ÷ (2 ) = −13w3y8 w3 y8
287). 288).
289). 290).
291). 292).
293). 294).
295). 296).
297). 298).
299). 300).
301). 302).
303). 304).
305). 306).
307). 308).
309). 310).
311). 312).
313). 314).
315). 316).
317). 318).
319). 320).
321). 322).
(120 ) ÷ (8 ) = 15yw4y5 w4y4 (−180 ) ÷ (18ux) = −10 xu3x2 u2
(22 z) ÷ (−11w) = −2wzw2 (21 ) ÷ (−3 ) = −7w4x7 w2x7 w2
(24 ) ÷ (4v ) = 6v3 w6 w3 v2 w3 (20 ) ÷ (− ) = −20v3 w3 w3 v3
(114 ) ÷ (−19 ) = −6u5z2 u2 u3z2 (288v ) ÷ (−18x) = −16vx4 x3
(20 ) ÷ (−2 ) = −10vzv3 z4 v2 z3 (−56x ) ÷ (−7x ) = 8z10 z7 z3
(234 ) ÷ (18 ) = 13uu4w6 u3 w6 (−72 ) ÷ (12x ) = −6 zx3z9 z8 x2
(234uy) ÷ (−13u) = −18y (224 ) ÷ (16u ) = 14u3x8 x5 u2x3
(−24 ) ÷ (2 ) = −12xzx5z4 x4z3 (81 v) ÷ (−9 ) = −9vu5 u5
(−33 ) ÷ (−11) = 3v4 z2 v4 z2 (300 ) ÷ (−15 ) = −20v2 w5 w2 v2 w3
(−136 ) ÷ (8) = −17x3y9 x3y9 (285v ) ÷ (−15 ) = −19vy10 y4 y6
(170v ) ÷ (−10v) = −17y2 y2 (−60 y) ÷ (5wy) = −12ww2
(84 ) ÷ (−14v) = −6v4 x4 v3 x4 (119x ) ÷ (7x ) = 17yy5 y4
(−117u ) ÷ (−9 ) = 13ux8 x5 x3 (−160 ) ÷ (−10 ) = 16vyv4 y6 v3 y5
(12 ) ÷ ( ) = 12vxv5 x8 v4 x7 (−152 ) ÷ (8 ) = −19xx3y10 x2y2 y8
(−270 x) ÷ (−18 x) = 15ww5 w4 (−208v ) ÷ (−16v) = 13x10 x10
(140 ) ÷ (14u ) = 10uu2w8 w4 w4 (144u ) ÷ (−18 ) = −8uw6 w6
(133 ) ÷ (7y) = 19 yu4y2 u4 (34 ) ÷ (−17) = −2w3z2 w3z2
(−75 ) ÷ (−5 ) = 15v5 w10 v5 w7 w3 (−40 ) ÷ (10x ) = −4x5y5 y2 x4y3
323). 324).
325). 326).
327). 328).
329). 330).
331). 332).
333). 334).
335). 336).
337). 338).
339). 340).
341). 342).
343).344).
345). 346).
347). 348).
349). 350).
351). 352).
353). 354).
355). 356).
357). 358).
(12 ) ÷ (12 z) = zw4z2 w2 w2 (180 ) ÷ (9 ) = 20 vu2v5 v4 u2
(3 ) ÷ ( ) = 3u5x5 u5x5 (220 ) ÷ (−20v ) = −11v3 z8 z2 v2 z6
(−48v ) ÷ (3 ) = −16vww7 w6 (−91w ) ÷ (−13w ) = 7y7 y4 y3
(84v ) ÷ (7v ) = 12x10 x5 x5 (162 ) ÷ (9w ) = 18w4z2 z2 w3
(54 ) ÷ (−18w ) = −3ww2x2 x2 (30 ) ÷ (10 w) = 3u4w6 u2 u2w5
(285 ) ÷ (19 ) = 15v2 w4 w4 v2 (−95u ) ÷ (5z) = −19uz3 z2
(136vy) ÷ (−8v) = −17y (−126 ) ÷ (18 ) = −7 zy4 z6 y2 z5 y2
(−126 x) ÷ (−7 ) = 18 xu4 u2 u2 (208 ) ÷ (−16 y) = −13wyw3y2 w2
(63w ) ÷ (9) = 7wz2 z2 (−15 ) ÷ (3x) = −5v3 x7 v3 x6
(−288 y) ÷ (−16 y) = 18u5 u2 u3 (−280 ) ÷ (14 ) = −20 wu3w5 w4 u3
(320v ) ÷ (20z) = 16vz6 z5 (17 ) ÷ (17 ) =v2 w8 w3 v2 w5
(−18 ) ÷ (−u ) = 18u4v5 v5 u3 (340 ) ÷ (−20 ) = −17w4z5 w4z5
(−27 ) ÷ (3v ) = −9v5 w4 w2 v4 w2 (64 ) ÷ (8 ) = 8ww3x7 w2x3 x4
(165 ) ÷ (−15 ) = −11uu5w8 u4w2 w6 (−247 ) ÷ (13 ) = −19ww5z5 w4 z5
(4 ) ÷ (−2 ) = −2v4 y5 y2 v4 y3 (−60 ) ÷ (−10 ) = 6x5y4 x5y4
(342 ) ÷ (−18v) = −19vv2 z2 z2 (36 ) ÷ (9 ) = 4v5 y6 v5 y2 y4
(−300w ) ÷ (15 ) = −20wy7 y2 y5 (−56x ) ÷ (7) = −8xy4 y4
(−42 ) ÷ (6 ) = −7vv3 w8 v2 w8 (20 ) ÷ (− ) = −20v4 x8 v2 x4 v2 x4
359). 360).
361). 362).
363). 364).
365). 366).
367). 368).
369). 370).
371). 372).
373). 374).
375). 376).
377). 378).
379). 380).
381). 382).
383). 384).
385). 386).
387). 388).
389). 390).
391). 392).
393). 394).
(−15 ) ÷ (−3 z) = 5vv4 z4 v3 z3 (228 ) ÷ (−19 ) = −12u4w6 w3 u4w3
(24 ) ÷ (−3 ) = −8vv4 x8 v3 x5 x3 (228vz) ÷ (12z) = 19v
(−190 v) ÷ (19 ) = −10uvu3 u2 (66v ) ÷ (−6x) = −11vx10 x9
(30u ) ÷ (−5) = −6ux3 x3 (−140u ) ÷ (−14z) = 10uzz2
(24 ) ÷ (4 ) = 6w3x7 w3 x7 (88 ) ÷ (11 ) = 8v2 x6 x6 v2
(−72 ) ÷ (4w) = −18u3w9 u3w8 (140 ) ÷ (−14 ) = −10u3w3 u3w3
(182u ) ÷ (14u ) = 13v10 v4 v6 (208x ) ÷ (16x ) = 13z4 z4
(−48 ) ÷ (−3 ) = 16 xu4x10 x9 u4 (−12 ) ÷ (−6 ) = 2u4x2 x2 u4
(78 ) ÷ (13 ) = 6w3z10 z10 w3 (91 ) ÷ (7 ) = 13uu5y3 u4y3
(−28w ) ÷ (14 ) = −2wy8 y3 y5 (−90v ) ÷ (−15 ) = 6vw8 w6 w2
(−90vz) ÷ (18z) = −5v (32 ) ÷ (2 ) = 16v3 w6 w6 v3
(−10 ) ÷ (− ) = 10v5 y4 y4 v5 (160 ) ÷ (−16y) = −10v5 y5 v5 y4
(165 ) ÷ (−15u ) = −11u3y10 y7 u2y3 (−120 ) ÷ (−12 ) = 10xx3y10 x2y6 y4
(260 ) ÷ (13 ) = 20v5 w2 w2 v5 (30v ) ÷ (10 ) = 3vw3 w3
(−380 y) ÷ (19 ) = −20yu5 u5 (−80u ) ÷ (−8u ) = 10x3 x3
(240 ) ÷ (20z) = 12w2z3 w2z2 (−8x ) ÷ (2) = −4xz9 z9
(−210 ) ÷ (−15 y) = 14x5y4 x2 x3y3 (36 ) ÷ (2 ) = 18w2z3 w2 z3
(−26x ) ÷ (−13x ) = 2z9 z6 z3 (63 ) ÷ (7 ) = 9uu5y6 u4y3 y3
395). 396).
397). 398).
399). 400).
(−361v ) ÷ (19vx) = −19x7 x6 (−170u ) ÷ (−10u ) = 17x2 x2
(−60 ) ÷ (10wx) = −6ww2x10 x9 (27 ) ÷ (3v ) = 9vv2 y2 y2
(−140 ) ÷ (−20v ) = 7 yv3 y10 y9 v2 (209 ) ÷ (11 ) = 19uxu4x6 u3x5