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# Factoring - Practice #2 (Grade 10)

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## Factoring - Practice #2

1.
Factor the trinomial $x^2+4x-5$.
1. $(x-1)(x+5)$
2. $x^2-1$
3. $(x+4)(x+9)$
4. $5x^2-5$
2.
Factor the quadratic trinomial $x^2-29x+100$.
1. $(x+25)(x-4)$
2. $(x+25)(x+4)$
3. $(x-25)(x-4)$
4. $(x-25)(x+4)$
3.
Factor. $2x^2-9x+9$
1. $(x-3)(2x-3)$
2. $(3)(2x-3)$
3. $(x-6)(2x)$
4. $(x+3)(x-3)$
4.
Factor the quadratic trinomial $x^2+19x+70$.
1. $(x-14)(x-5)$
2. $(x-15)(x-4)$
3. $(x+15)(x+4)$
4. $(x+14)(x+5)$
5.
Factor the quadratic binomial $64m^2-81n^2$.
1. $(8m-9n)(8m+9n)$
2. $(8m+9n)(8m+9n)$
3. $(8m-9n)(8m-9n)$
4. $(8m-9ni)(8m+9ni)$
6.
Factor the polynomial $6x^2-11x+4$ completely.
1. $(3x+4)(2x-1)$
2. $(3x+4)(2x+1)$
3. $(3x-4)(2x-1)$
4. $(3x-4)(2x+1)$
7.
Factor the polynomial $6m^2+12m-144$ completely. Find the GCF first, if possible.
1. $2(m+6)(m-4)$
2. $6(m+6)(m-4)$
3. $3(m+6)(m-4)$
4. $4(m+6)(m-4)$
8.
Factor the polynomial $144x^2-625$.
1. $(12x+25)(12x+25)$
2. $(12x-25)(12x-25)$
3. $(12x+25i)(12x-25i)$
4. $(12x+25)(12x-25)$
9.
What is the factored form for the quadratic trinomial $x^2+8x+15$?
1. $(x-3)(x-5)$
2. $(x+3)(x+5)$
3. $(x-3)(x+5)$
4. $(x+3)(x-5)$
10.
Factor the polynomial $2x^2-7x-72$ completely.
1. $(2x+9)(x-8)$
2. $(2x-9)(x-8)$
3. $(2x+9)(x+8)$
4. $2x-9)(x+8)$
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