Sure, let's factorise the expression step by step:

1. First, we can group the terms to make the factorisation easier: (5x + x^2) + (5y + xy)

2. Then, we factor out the common factors in each group: x(5 + x) + y(5 + x)

3. Now, we can see that (5 + x) is a common factor in both terms, so we can factor that out as well: (5 + x)(x + y)

So, the expression 5x + 5y + x^2 + xy factorises to (5 + x)(x + y).

Question

Sure, let's factorise the expression step by step:

1. First, we can group the terms to make the factorisation easier: (5x + x^2) + (5y + xy)

2. Then, we factor out the common factors in each group: x(5 + x) + y(5 + x)

3. Now, we can see that (5 + x) is a common factor in both terms, so we can factor that out as well: (5 + x)(x + y)

So, the expression 5x + 5y + x^2 + xy factorises to (5 + x)(x + y).

Knowee AI · Accepted Answer

Sure, let's factorise the expression step by step:

1. First, we can group the terms to make the factorisation easier: (5x + x^2) + (5y + xy)

2. Then, we factor out the common factors in each group: x(5 + x) + y(5 + x)

3. Now, we can see that (5 + x) is a common factor in both terms, so we can factor that out as well: (5 + x)(x + y)

So, the expression 5x + 5y + x^2 + xy factorises to (5 + x)(x + y).

Factorise 5x+5y+x2+xy completely.