Math, asked by krishbarui355, 10 months ago

The sum of two numbers is 60; 3 times the smaller number is 12 more than the
other. Find the numbers

Answers

Answered by TħeRøмαи

Answer:

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Let's assume the numbers to be x and y(x>y)

x + y = 60

or x = 60 - y .....(i)

Again,

3y - x = 12

or 3y - (60 - y) = 12 {from equation (i)}

or 3y - 60 + y =12

or 2y = 12 + 60

or y = 72/2

or y = 36

Putting the value of y in equation (i)

x = 60 - y

or x = 60 - 36

or x = 24

So, the two numbers are 24, 36..

Answered by saisha2492006

Hey! Ur annswr is:

Let smaller number be X and larger number be Y.

Given that : Three time's the smaller number = 2 Times the larger number.

3X = 2Y.

X = (2Y/3)

Sum of larger and smaller number = 60

X + Y = 60

2Y/3 + Y = 60

2Y + 3Y = 60 × 3

5Y = 60×3

Y = (60×3/5)

Y = 12×3 = 36.

Putting the value of Y in,

X = (2Y/3) = 2 × 36/3 = 24.

Larger number = Y = 36.

and,

Smaller number = X = 24

HOPE THIS MAKES UR DAY BETTER!

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The sum of two numbers is 60; 3 times the smaller number is 12 more than theother. Find the numbers​

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The sum of two numbers is 60; 3 times the smaller number is 12 more than the
other. Find the numbers