Question

(a-4)-(a+9)-(a-3)+(a+11)

Answer 1

$\red{\sf{\Huge {\bigstar{Answer}}}}$

${\sf{\implies{(a-4)-(a+9)-(a-3)+(a+11)}}}$

${\sf{\implies{a-4-a - 9 \: \: { \cancel{-a} } \: \: + 3 \: \: { \cancel{ + a}}+11}}}$

${\sf{\implies{a - a - 4 - 9 + 3 + 11}}}$

${\sf{\implies{- 13 + 14}}}$

${ \large{ \color{blue}{ \boxed{\sf{\implies{1}}}}}}$

Answer 2

${\Huge{\sf{\red{ \underbrace{★Answer}}}}}$

Given :-

• (a-4)-(a+9)-(a-3)+(a+11)

To do :-

• Solve this equation.

So, according to the question:-

${\sf{\implies{(a-4)-(a+9)-(a-3)+(a+11)}}}$

Canceling the a.

$\green{\sf{\implies{{ \red{\cancel{a}}}-4 \: \: { \red{\cancel{-a }}}- 9 \: \: { \blue{\cancel{-a}} } \: \: + 3 \: \: { \blue{\cancel{ + a}}}+11}}}$

After that we will get :-

$\green{\sf{\implies{- 4 - 9 + 3 + 11}}}$

$\green{\sf{\implies{- 13 + 14}}}$

${ \large{ \color{purple}{ \boxed{\sf{\implies{1}}}}}}$

So, after solving the equation we got the answer 1.