Question

;) Find the product of (2a+5) (3a-6)​

Answer 1

Given

(2a+5) (3a-6)

We Find

Product Of Given

SoluTion

$\sf\red{{= (2a + 5)\: (3a - 6)}} \\ \\ \sf\green{ = {2a(3a - 6) + 5(3a - 6)}} \\ \\ \sf\pink {= {6 {a}^{2} - 12a - 15a - 30}} \\ \\ \sf \blue{= {6 {a}^{2} + 3a - 30}}$

Hence, Product of (2a+5) (3a-6) is 6a² + 3a - 30.

Answer 2

Question:

Find the product of (2a+5) (3a-6).

Solution:

Here we are given this expression ---> (2a+5) (3a-6).

And we have to find its product.

So,

(2a+5) (3a-6)

Using the distributive property,

2a(3a-6) + 5(3a-6)

6a²-12a + 15a-30

6a²+15a-12a-30

[15a and (-12a) are like terms. So we will subtract them.]

$\sf {\boxed{\red{6a²+3a-30}}}$

Final answer:

Hence, the product of the given expression (2a+5) (3a-6) is $\sf \purple {6a²+3a-30}$.