Question

2128 ÷14 × 3 = x + 180. Find the value of x​

Answer 1

Given,

2128÷14 × 3 = X + 180

According to the BODMAS rule, division comes before multiplication so,

2128÷14×3

=(2128÷14)×3

=152×3

=456

Now,456=X+180

X=456-180

X=276

Answer 2

According to the given question, it is given that

$2128$ ÷ $14\times3= x + 180$

As we have to find the value of x,

For that, we need to use the BODMAS rule,

Divide left side $2128$ by $14$ we get,

$=>152\times3=x+180$

$=>(152\times3)-(x+180)=0$

Multiply the first bracket terms,

$=>456-(x+180)=0$

$=>276-x=0$

$=>-x+276=0$

Subtract 276 from both sides of the equation:

$=>-x=-276$

Multiply both the sides by (-1) we get,

$=>x=276$

Hence the required value of x is $276.$