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factorizacion y ejercicios faciles, Ejercicios de Matemáticas

matematicas ejercicios de factorizacion

Tipo: Ejercicios

2019/2020

Subido el 01/05/2022

juan-camilo-prada-gomez
juan-camilo-prada-gomez 🇨🇴

2 documentos

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1. 6x - 12 =
2. 4x - 8y =
3. 24a - 12ab =
4. 10x - 15x2 =
5. 14m2n + 7mn =
6. 8a3 - 6a2 =
7. b4-b3 =
8. 14a - 21b + 35 =
9. 4m -20 am =
10. ax + bx + cx =
11. 4a3bx - 4bx =
12. 20x - 12xy + 4xz =
13. m3n2p4 + m4n3p5 - m6n4p4 + m2n4p3 =
14. 3ab + 6ac - 9ad =
15. 6x4 - 30x3 + 2x2 =
16. 12m2n + 24m3n2 - 36m4n3
17. 10p2q3 + 14p3q2 - 18p4q3 - 16p5q4 =
18.
24524332 16
1
8
1
4
1
2
1babababa
19.
babaabba 3322 25
16
15
8
5
12
35
4
20.
22 9
8
4
3xyyx
21. 10x2y - 15xy2 + 25xy =
pf3
pf4
pf5
pf8
pf9
pfa
pfd
pfe
pff

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1. 6x - 12 =

2. 4x - 8y =

3. 24a - 12ab =

4. 10x - 15x^2 =

5. 14m^2 n + 7mn =

6. 8a^3 - 6a^2 =

7. b^4 - b^3 =

8. 14a - 21b + 35 =

9. 4m - 20 am =

10. ax + bx + cx =

11. 4a^3 bx - 4bx =

12. 20x - 12xy + 4xz =

13. m^3 n^2 p^4 + m^4 n^3 p^5 - m^6 n^4 p^4 + m^2 n^4 p^3 =

14. 3ab + 6ac - 9ad =

15. 6x^4 - 30x^3 + 2x^2 =

16. 12m^2 n + 24m^3 n^2 - 36m^4 n^3

17. 10p^2 q^3 + 14p^3 q^2 - 18p^4 q^3 - 16p^5 q^4 =

18. ^   

2 3 3 4 2 5 4 2 16

1 8

1 4

1 2

(^1) ab ab ab ab

354 a^^2 b ^^125 ab158 a^2 b^3  2516 a^3 b

43 x^2 y ^98 xy^2 

21. 10x^2 y - 15xy^2 + 25xy =

22. 2x^2 + 6x + 8x^3 - 12x^4 =

23. a^2 ^ ab 

24. b ^^ b^3 

25. m^5 ^^3 m^4 

26.^4 n^2 ^^8 n^3 

27. a (x + 1) + b ( x + 1 ) =

28. x^2 ( p + q ) + y^2 ( p + q ) =

29. ( 1 - x ) + 5c ( 1 - x ) =

30. (x + y )(n + 1 ) - 3 (n + 1 ) =

31. a ( a + b ) - b ( a + b ) =

32. m (2a + b ) + p ( 2a + b ) =

33. ( a^2 + 1 ) - b (a^2 + 1 ) =

34. a (2 + x ) - ( 2 + x ) =

35. (a + 1 )(a - 1 ) - 2 ( a - 1 ) =

36. (2x + 3 )( 3 - r ) - (2x - 5 )( 3 - r ) =

37. a (x+1) + b (x+1) =

38. x (a+1) - 3 (a+1) =

39. 2 (x-1) + y (x-1) =

40. m (a-b) + (a-b) =

41. 2x (n-1) + 3y (n-1) =

42. a (n+2) + n+2 =

43. x (a+1) – a - 1 =

75. 169m^2 - 196 n^2 =

76. ^ 

(^2) b 2 36 a^49 25

9

77. 3x^2 - 12 =

78. 8y^2 - 18 =

79. 45m^3 n - 20mn =

80. 16x^2 - 100 =

81. 9p^2 - 40q^2 =

82. 49x^2 - 64t^2 =

83. 121 x^2 - 144 k^2 =

84. ^ 

(^4) y 4 16 x^9 25

1

85. 5 - 180f^2 =

86. 3x^2 - 75y^2 =

87. 2a^5 - 162 a^3 =

x^2  y^2

89.^ b^2 ^^1 

90. c^2 ^4

91.^4 b^2 ^1

92.^ d^2 ^^25 

93. ^ 

1 b^2

94.^4^ n^2 ^^16 

95.^25 ^^36 b^6 

96.^ a^4 ^^169 

97.^1 ^^49 m^2 n^4 

98. ^ 

4 x^2 81 y^4

99.^ a^6 ^^144 

100. a^2 b^8 ^^169 

101. ^ 

100 c^2 y^10

102. a^10 ^^49 n^12 

103.^25 x^2 z^10 ^^121 

104. ^ 

100 k 4 l^2169 y^2

105. ^^144 

a^2 m^4 n^8

106. ^ 

196 x^4 y^6225 z^12

107. ^ 

256 d 12 289 b^4 m^8

108.^1 ^^9 a^2 b^4 c^6 d^10 

109.^361^ x^16 ^^1 

(^1) a

2 a

m^8 x^6

a^2 x^8

115. c^4 - c^3 =

116. 15m^2 n + 30mn =

117. ^  

55 m^2 n^3 x 110 m^2 n^3 x^2220 m^2 y^3

118. m^ x y ^ m x y  m x 

119. x ^ x^2  x^3  x^4 

  1. ^ m ^^2 ^ ^ m ^4 ^  m^ ^2  m^ ^4 ^ 
  2. a ^ b ^^2 ^^  mb^ ^2 ^ 
  3. rc^ ^^2 ^  c ^2^ 
  4. ab ^ v ^^6 ^^  x ^ v ^6 ^ 
  5. ^ p ^ qr ^ s ^5 ^^  q^  rp ^ s ^5 ^ 

125. ^^1 

x^2

126.^16^ m^6 ^^36 

127.^169 ^ m^12 

^12 

8 16

m n

n^6

  1. ^^1 ^36 m ^2 

131. ^ ^ ^ ^  ^ 

m n^4 m n^6

132.^ a^2 ^^169 

133. 64 – x^3 =

134. 27m^3 + 6n^6 =

135.^27

8 8

(^1) x (^3) 

136. 8a^3 b^3 + 27 =

137. x^6 – y^6 =

138.^64

x^3 ^1

139. ^^1 

a^3

140. ^^1 

y^3

141. ^^1 

x^3

  1. ^ ^  ^  x^6 x 23
  2. ^ ^ ^ ^  ^  a 1 3 a 33
  3. ^ ^ ^ ^  ^  c 1 3 c 13
  4. ^ ^ ^ ^  ^  z 2 3 m 33
  5. ^ ^ ^  2 tu^3  3 tu^3
  6. ^ ^ ^ ^  ^  8 t u^3 y u^3 184.^64 ^^ ^  ^125^  m n^3
  7. ^ ^ ^ ^  ^  x y^3 x 23
  8. ^ ^  ^  8 x y^3

187. ^ ^1

ab^3 

188. ^ ^ ^ ^  ^ 

a b^3 a b^3

189. t^9 ^ u^3 

190. r^12 ^ u^6 

191.^ a^3 ^^8 

192. 3b – 6x =

193. 15x + 20y – 30=

194. 14c – 21d – 30=

  1. a ^ x ^^1 ^^ ^ a ^3 ^ x ^1 ^ 

196. 4g^2 + 2gh =

197. ^^1 

c^2

198.^36 x^4 z^10 ^^121 

^12 

6 121

c d

  1. ^ ^ ^ ^  ^  m n^4 m n^6
  2. ^ ^ ^ ^  ^  z 1 3 z 13

202. ^ ^  ^ 

1 2 g h^3

203.^1000 ^^1 

p^3

204. ^ 

27 j^3 64 n^9

205.^512 ^^27 c^3 

206. ^ 

x^2 y^2

207.^4 ax ^^7 a^2 x^5 

208. ^ 

x^3 y^3

209. 4g^2 + 2gh =

210. 25a – 30ab + 15ab^2 =

211. 25x^6 – 4y^4 =

212.^36^ b^2 ^^1 

213.^49 x^6 z^8 ^^169 

6 12 16 25 r

j m

215. ^ ^ ^ ^  ^ 

a c^2 k t^4

216. 144 – 9x^2 =

  1. ^ ^ ^ ^  ^  a 51 3 a 323
  2. ^ ^  ^  1 f g^3

219.^64 ^^1 

p^3

220. ^ 

343 j^3 216 n^9

221.^729 ^^512 c^3 

222.^25 x^ y ^^50 x y ^150 xy 

5 2 3 3

223. x^2 ^^36 m^4 

  1. ^ ^^2 ^ ^64^  x^2
  2. ^ ^^1 ^ ^1728^  x^3

226. 30m^2 n^2 + 75mn^2 – 105mn^3 =

227. 5x – 5 =

228. 20u^2 – 55u

229. 30m^2 n^2 + 75mn^2 – 105mn^3 =

230.^64^ b^2 ^^49 

231.^121 a^4 b^8 ^^169 

4 6 121 169 r

n f

  1. ^ ^ ^ ^  ^  2 a c^2 3 z 14

234. 169 – 81x^2 =

  1. ^ ^ ^ ^  ^  z 5 3 p 63
  2. ^ ^  ^  27 t u^3

237. ^^64 

p^3

238.^343 a^3 ^^216 n^9 

239.^125 ^^512 a^3 

240. x^ y ^ x y  x y 

241. ^ 

q^2 81 m^4

  1. ^ ^^3 ^ ^196^  w^2
  2. ^ ^  ^27^  q w^3

244. 16x – 12 =

245. 6x – 12y + 18=

246. 28pq^3 x + 20p^2 qx^2 – 44p^3 qx + 4pqx=

283.^28 ^ q^ ^11 q 

2

284. k^2 ^6 k ^40 

285. ^5 ^36 

b^2 b

286. a^2 ^2 a ^35 

287. a^2 ^14 a ^13 

288. m^2 ^14 m ^33 

289. ^13 ^30 

y^2 y

290. t^2 ^13 t ^14 

291. ^15 ^56 

p^2 p

292. ^15 ^54 

w^2 w

293. z^2 ^7 z ^60 

294. a^2 ^17 a ^60 

295. ^20 ^300 

y^2 y

296. x^2 ^ x ^132 

297. m^2 ^2 m ^168 

298. ^41 ^400 

f^2 f

299. ^ ^364 

n^2 n

300.^432 ^ a^^2 ^42 a 

301. h^2 ^30 h ^675 

302.^336 ^ q^ ^50 q 

2

303. k^2 ^2 k ^528 

304. b^2 ^43 b ^432 

305. a^2 ^4 a ^320 

306. ^8 ^1008 

a^2 a

307. m^4 ^ m^2 ^4 

308. ^6 ^7 

y^6 y^3

309. ^2 ^80 

y^8 y^4

310. ^ ^12 

x^2 y^2 xy

  1. ^14 ^ ^2 ^4 ^15  w^2 w
  2. ^5 ^ ^13 ^5 ^42  z^2 z

313. x^2 ^2 ax ^15 a^2 

314. a^2 ^4 ab ^21 b^2 

315. x^10 ^ x^5 ^20 

316. ^  

m^2 mn 56 n^2

317. ^ 

f^4 7 cf^260 c^2

  1. ^2 ^ ^4 ^2 ^3  n^2 n
  2. ^ ^5 ^ ^24 mn^2  mn

320. h^8 ^ h^4 ^240 

321.^15 ^ q^ ^2 q 

2

322. ^2 ^99 

a^4 b^4 a^2 b^2

323. c^2 ^11 cd ^28 d^2 

324.^25 ^5 ^5 ^84 

a^2 a

325. a^2 ^21 ab^ ^98 b^2 

326. ^ ^132 

x^4 y^4 x^2 y^2

327. ^ ^2 ^48 

y^4 y^2

328. ^ ^ ^ ^18 ^  ^65 

c d^2 c d

329. m^6 n^6 ^21 m^3 n^3 ^104 

330.^14 ^5 n  n^2 

331. x^6 ^ x^3 ^930 

332. ^4 ^ ^8 ^4 ^105 

x^2 2 x^2

333. x^4 ^5 abx^2 ^36 a^2 b^2 

334. ^  

a^4 a^2 b^2156 b^4

335.^21 m^2 ^4 mx  x^2 

336. ^  

x^8 y^815 ax^4 y^4100 a^2

337. ^ ^1 ^ ^3 ^ ^1 ^108 

a^2 a

338. ^  

m^2 abcm 56 a^2 b^2 c^2

339. ^7 ^ ^24 ^7 ^128 

x^2 2 x^2

340.^2 ^3 ^2 

a^2 a

341.^3 b^2 ^5 b ^2 

342.^6 m^2 ^7 m ^2 

343.^5 ^13 ^6 

t^2 t

344.^6 u^^^2 ^6 ^5 u 

345.^12 w^2 ^ w ^6 

346.^4 z^2 ^15 z ^9 

347.^3 ^11 a ^10 a^2 

348.^12 ^13 ^35 

m^2 m

349.^20 a^2 ^ a ^1 

350.^8 ^14 ^15 

a^2 a

351.^7 x^2 ^44 x ^35 

352.^15 m^2 ^16 m ^15 

353.^12 ^7 ^12 

p^2 p

354.^9 a^2 ^10 a ^1 

355.^20 ^9 ^20 

f^2 f

356.^21 n^2 ^11 n ^2 

394. x^2 ^5 x ^6 

395.^2 x^2 ^3 x ^1 

396.^4 ^13 ^3 

x^2 x

397.^3 x^2 ^14 x ^8 

398.^3 x^2 ^4 x ^1 

399.^3 x^2 ^5 x ^2 

400. ^ 

12 xy^2 24 x^3 y^3

  1. za^ ^ b ^  a^  b ^ 
  2. r^ ^ t  rt^ 

403.^4 a^2 ^ b^2 

  1. ^ ^  ^  j k^2

x^24

407.^ a^3 ^49 

  1. ^ ^1 ^ ^216  w^3
  2. ^ ^ ^ ^  ^  x 3 3 y 13

410. x^2 ^13 x ^30 

411. ^12 ^35 

x^2 x

412. x^2 ^4 x ^21 

413. x^2 ^7 x ^44 

414. x^2 ^ x ^2 

415. x^2 ^6 x ^16 

416.^4 ^8 ^3 

x^2 x

417.^2 x^2 ^11 x ^6 

418.^2 x^2 ^ x ^6 

419.^3 x^2 ^16 x ^12 

420.^2 x^2 ^3 x ^2 

421.^4 ^ ^33 

p^2 p

422.^30 b^213 b ^10 

423.^6 ^5 ^6 

m^4 m^2

424.^5 t^6 ^4 t^3 ^12 

425.^10 u^8 ^29 u^4 ^10 

426.^6 ^5 ^21 

w^2 x^2 wx

427.^20 ^9 ^20 

x^2 y^2 xy

428. ^  

15 n^2 mn 2 m^2

429.^12 ^7 x ^10 x^2 

430. ^  

21 a 2 29 ab 72 y^2

431.^6 m^2 ^13 am ^15 a^2 

432.^14 x^4 ^45 x ^14 

433. ^  

30 m^2 13 mn 3 n^2

434.^7 ^33 ^10 

p^6 p^3

435.^30 ^13 a ^3 a^2 

436.^5 ^7 x^4 ^6 x^8 

437.^6 m^2 ^ mn ^2 n^2 

438. ^  

4 x^2 7 mnx 15 m^2 n^2

439.^18 r^2 ^17 rs ^15 s^2 

440. ^  

15 2 q^2 18 q^4

441. a^2 ^24 am^2 x^2 ^144 m^4 x^4 

442.^16 ^104 x^2 ^169 x^4 

443.^400 x^10 ^40 x^5 ^1 

 ^2 

2 4

a ab b

1 2 b^ b^2

4 2 2 b^4 a ab

1 x^4 x^2

448.^1 ^49 m^^2 ^14 m 

6 3 2 y^4 x x y

 ^2 

2 2 9 9

n mn m

  1. ^ ^  ^ ^  ^  a^2 2 aa b a b^2
  2. ^ ^  ^ ^  ^  4 m^2 4 mn m n m^2
  3. ^ ^ ^  ^  ^  ^ ^  ^  a x^2 2 a x x y x y^2
  4. ^ ^ ^  ^  ^  ^ ^  ^  m n^2 2 a m m n a 22
  5. ^ ^ ^  ^  ^  ^ ^  ^  4 1 a^2 41 a b 1 b 12
  6. ^ ^ ^  ^  ^  ^  ^  ^  9 x y^2 12 x y x y 4 x y^2

457. ^  

4 x^2 20 xy 25 y^2

458.^1 ^16 ax^2 ^64 a^2 x^4 

459.^16 a^4 ^54 a^2 b^2 ^49 b^4 

460. ^  

36 x^4 109 x^2 y^249 y^4

461.^81 m^8 ^2 m^4 ^1 