Question

5 less than twice a number is 15 . Find the numbe?​

Answer 1

$\huge\bold{\underline{Question:}}$

5 less than twice a number is 15 . Find the numbe?

$\huge\bold{\underline{Answer:}}$

$\red\bigstar$ Given:

5 less than twice a number is 15

$\green\bigstar$ To find:

Find the numbe?

$\blue\bigstar$ Solution:

Lets assume the number is ' x '

$\purple\bigstar$ According to question ,we can write the equation as

$\sf{:\implies 2x-5=15}$

$\sf{:\implies 2x=15+5}$

$\sf{:\implies 2x=20}$

$\sf{:\implies x=\dfrac{20}{2}}$

$\boxed{\bf{\pink{⟹\:x=10}}}$

Therefore, the number is 10

______________________________

Answer 2

$\huge\underline{\underline{\purple{\mathcal{Answer↡}}}}$

$\mathcal\blue{ Let \: the \: number \: be \: x.}$

$\mathcal\orange{ 2x-5=15}$

$\mathcal\orange{ 2x=15+5}$

$\mathcal\orange{ 2x=20}$

$\mathcal\orange{ x=10}$

$\mathcal\pink{ I \: Hope \: it \: helps \: u.}$

$\Huge\fbox{\color{red}{@NehaNagal}}$