Question

$16(3x + 6) - 10(4x - 8) = 40$
​

Answer 1

Step-by-step explanation:

I hope this will help you

Answer 2

$\huge\mathbb{\underline{SOLUTION:-}}$

• A linear equation of one variable and the variable is x

• So we have to find the value of x

Now:-

$\bf{\underline{\underline{\red{According\:To\: Question:-}}}}$

$\tt\longmapsto 16(3x+6)-10(4x-8)=40\\ \\ \tt\longmapsto 48x+96-40x+80=40\\ \\ \tt\longmapsto 48x-40x+96+80\\ \\ \tt\longmapsto 8x+176=40\\ \\ \tt\longmapsto 8x=40-176\\ \\ \tt\longmapsto 8x=(-136)\\ \\ \tt\longmapsto x=\cancel{\frac {(-136)}{8}}=(-17)\\ \\ \tt\implies x=(-17)$

• The value of x is (-17)

• Now let me check our answer is correct or not Now :-

$\boxed{\sf{\red{VERIFICATION:-}}}$

• Put the value of x in equation

• If L.H.S=R.H.S our answer is correct

$\sf\implies 16(3x+6)-10(4x-8)=40\\ \\ \sf\implies 48x+96-40x+80=40 \\ \\ \sf\implies 48(-17)+96 -40(-17)+80=40\\ \\ \sf\implies (-816)+96+680+80=40\\ \\ \sf\implies (-720)+760=40\\ \\ \sf\implies 40=40$

$\:\:\:\sf L.H.S=R.H.S\:\:\:\: \mathfrak{\underline{Hence\: Verified!!}}$

$\boxed{\boxed{\boxed{\sf{\red{x=(-17)}}}}}$

#BAL

#answerwithquality