Question

A number is as much greater than 18 as it is less than 46. Find the number. Answer is 32. Give the answer with the full process.Please. Fast.It's very urgent. Mark me as Brainliest​

Answer 1

Given that:

• A number is as much greater than 18 as it is less than 46.

To Find:

• The number.

Let us assume:

• The certain number x is as much greater than 18 as it is less than 46.

According to the question.

↣ 18 + x = 46 - x

↣ x + x = 46 - 18

↣ 2x = 28

↣ x = 28/2

↣ x = 14

Required number:

18 + x

= 18 + 14 = 32

or,

46 - x

= 46 - 14 = 32

Hence,

• The required number is 32.

Answer 2

Question

• A number is as much greater than 18 as it is less than 46. Find the number.

Answer

• Required number is 32.

Explanation

Given

• A number is as much greater than 18 as it is less than 46.

To Find

• The number?

Solution

• Let the number n is as much greater than 18 as it is less than 46.

★ According to the Question :

⇒ 46 - n = 18 + n

⇒ 46 - 18 = n + n

⇒ 28 = 2n

⇒ n = $\sf{\cancel{\dfrac{28}{2}}}$

➠ n = 14

★ Finding the number :

↪ Number = 18 + n

↪ Number = 18 + 14

➥ Number = 32

Also,

↪ Number = 46 - n

↪ Number = 46 - 14

➥ Number = 32

Verification

↦ 46 - n = 18 + n

★ Putting value of 'n' :

↦ 46 - 14 = 18 + 14

➦ 32 = 32

∴ Hence, Verified!

∴ Hence, the required number is 32.

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