Question

if 33 is added to a a half of a number, The result is double the number. find the number.​

Answer 1

${\mathfrak{\huge{\red{\underline{Answer:-}}}}}$

Let the number be x

According to given condition:-

$\bf{½x + 33 = 2x}$

$\bf{=> 2x - ½x = 33}$

$\bf{=> 4x-x = 33×2}$

$\bf{=> x = 66 ÷ 3}$

$\bf{=> x = 22}$

Hence, the number is 22.

Answer 2

Given:-

• 33 is added to a a half of a number.
• The result is double the number.

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To find:-

• The number.

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Solution:-

★ In this question we have given that 33 is added to a a half of a number, The result is double the number. We have to find out the number. Let's do it.

⠀

Let,

• the number be x.

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According to the question,

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→ 33 + x/2 = 2x

→ 2x - x/2 = 33

→ 4x/2 - x/2 = 33

→ 3x/2 = 33

→ x = 22

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Hence,

• The number is 22.