Question

solve 16(3x-5)- 10(4x-8)=40 with process​

Answer 1

AnswEr :

• Value of x is 5.

Given :

• An equation 16 (3x - 5) - 10 (4x - 8) = 40

To Find :

• Value of x

SoluTion :

16 (3x - 5) - 10 (4x - 8) = 40

→ 48x - 80 - 40x + 80 = 40

→ 48x - 40x - 80 + 80 = 40

→ 8x = 40

→ x = 40/8

→ x = 5

Hence, the value of x is 5.

______________________

Answer 2

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›»› The value of x = 5

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• 16(3x - 5) - 10(4x - 8) = 40

$\Large{\bold{\blue{\underline{\red{To}\:\pink{Fin}\green{d}\purple{:-}}}}}$

• The value of x = ?

$\Large{\bold{\pink{\underline{\red{So}\purple{lut}\green{ion}\orange{:-}}}}}$

Let's start solve the problem and understand the steps to get our result of x$.$

⇛ 16(3x - 5) - 10(4x - 8) = 40

Multiply each term in parentheses by 16,

⇛ 16 × 3x + 16 × (-5) - 10(4x - 8) = 40

Simplify the expression,

⇛ 48x + 16 × (-5) - 10(4x - 8) = 40

Multiply 16 and -5,

⇛ 48x - 80 - 10(4x -8) = 40

Multiply each term in parentheses by -10,

⇛ 48x - 80 -10 × 4x - 10 × (-8) = 40

Simplify the expression,

⇛ 48x - 80 - 40x - 10 × (-8) = 40

Multiply -10 and -8,

⇛ 48x - 80 - 40x + 80 = 40

Eliminate opponent number,

⇛ 48x - 40 = 40

Calculate between similar terms,

⇛ 8x = 40

Divide both sides by the same number,

⇛ x = 5

║Hence, the value of x is 5.║