Question

(3x-2)+(2x-6)+(4x-10)=____?​

Answer 1

Following are the steps for getting the answer:

Given:

(3x-2)+(2x-6)+(4x-10)

To find:

(3x-2)+(2x-6)+(4x-10)=____?​

Solution:

we have to find the addition of the given expression

so, we will write it like

 3x-2

 2x-6

+4x-10

 9x-18

by adding the expressions we get,

9x-18

Now take out the 9 as a common

we get,

9(x-2)

Thus, (3x-2)+(2x-6)+(4x-10)=9x-18 or 9(x-2)

Answer 2

Answer:

$9(x-2)$

Step-by-step explanation:

• Given expression: $(3x-2)+(2x-6)+(4x-10)$

• As per the data given in the question, we need to add all the terms of expression

$(3x-2)+(2x-6)+(4x-10)$

$=3x-2+2x-6+4x-10$

• By doing simple addition, we get

$=9x-18$

• By taking $9$ as common number, we get

$=9(x-2)$

Hence, the value of the given expression is $9(x-2)$.