Question

Hari and Teja won ₹1080 in a lottery . lf the ratio of their part is 5:3,Find the amount they could get individually.​

Answer 1

Given :

• Hari and Teja won ₹1080 in a lottery

• lf the ratio of their part is 5:3

To Find :

• Find the amount they could get individually.

Solution :

Here in the question it is given Hari and Teja won a lottery and if the ratio of their part is 5:3. So, let us assume the Hari's amount be 5x and Teja's Amoumt be 3x. So we will add both amounts and sum is 1080. Firstly we will find the value of x and then Solve the further Question.

• Let Hari's Amount = 5x

• Teja's Amount = 3x

➤ 5x + 3x = 1080

➤ 8x = 1080

➤ x = 1080/8

➤ x = 135

Hari's Amount :

• Hari's amount = 5x

• Hari's amount = 5 × 135

• Hari's amount = ₹ 675

Teja's Amount :

• Teja's amount = 3x

• Teja's amount = 3 × 135

• Teja's amount = ₹ 405

_____________

Verification :

Hari's Amount + Teja's Amoumt = 1080

➤ 675 + 405 = 1080

➤ ₹ 1080 = ₹ 1080

Hence, Verified

Answer 2

Step-by-step explanation:

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