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How to factorise by grouping for 7a, d and h

How to factorise by grouping for 7a, d and h-example-1

2 Answers

2 votes

Answer:

You have to take out the common terms :

Question A,


{x}^(2) + 4x + ax + 4a


= x(x + 4) + a(x + 4)


= (x + a)(x + 4)

Question D,


{x}^(2) + 2x - ax - 2a


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


= (x - a)(x + 2)

Question H,


{x}^(2) - 2bx - 5x + 10b


= x(x - 2b) - 5(x - 2b)


= (x - 5)(x - 2b)

User Ayush Sharma
by
7.9k points
1 vote

Explanation:

7a

x2 + 4x + ax + 4a

x2 + ax + 4x + 4a

x (x + a) + 4 (x + a)

:(x + 4)(x+a)

7d

x2+2x-ax-2a

x2-ax+2x-2a

x (x-a)+2 (x-a)

:(x+2)(x-a)

7h

x2-2bx-5x+10b

x2-5x-2bx+10b

x (x-5)-2b(x-5)

:(x-2b)(x-5)

User Robert Todar
by
8.5k points

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