Question

Using the keys above, enter an expression equivalent to (-7x^2+4x-3)+(6x-15) using the fewest possible terms.

Answer 1

Answer:

Final answer in simplified form is $-7x^2+10x-18$

Step-by-step explanation:

Given expression is $(-7x^2+4x-3)+(6x-15)$

Now we need to find an equivalent expression for $(-7x^2+4x-3)+(6x-15)$

First we can distribute the positive sign and remove the parenthesis the combine like terms

$(-7x^2+4x-3)+(6x-15)$

$=-7x^2+4x-3+6x-15$

$=-7x^2+4x+6x-3-15$

$=-7x^2+10x-18$

Hence final answer in simplified form is $-7x^2+10x-18$