Question

Divide 714 marbels between Alok and kabeer in the ratio of 3:4​

Answer 1

Answer :-

• Marbels of Alok = 306.

• Marbels of Kabeer = 408.

Explanation :-

Given :

• Ratio between Alok and Kabeer = 3 : 4.

To Find :

• Marbels of Alok and Kabeer.

Solution :

Let,

The marbels of Alok and Kabeer be 3x and 4x.

According to the Question,

⇒ 3x + 4x = 714.

⇒ 7x = 714.

⇒ x = 714 ÷ 7.

⇒ x = 102.

Therefore,

• Marbels of Alok = 3x = 306.
• Marbels of Kabeer = 4x = 408.

Verification :-

⇒ 3x + 4x = 714.

⇒ 306 + 408 = 714.

⇒ 714 = 714.

LHS = RHS.

Hence, Verified.