Math, asked by Urmila11, 1 year ago

the sum of two positive integers is 120 .the integers are in the ratio 2:3 .find the integers.


SarthakSyal: let integers be 3x and 2x so ....2x+3x=120...5x=120....x=24....so integers are 2×24=48 and other number is 3×24=82
SarthakSyal: sorry other is 72
sukhdeep1440p2rbs3: ya
vivek351: yes that's right
Lalit1111111: ya
Lalit1111111: r8
vivek351: plz make this brainlieast answer
vivek351: I need only 1 more brainliest answer urmila
vivek351: thanx Urmila

Answers

Answered by sukhdeep1440p2rbs3
85
2:3
3+2=5
5/120
24
2*24=48
3*24=72

so first integer is 48 and second 72

plz mark me brainliest
Answered by SteffiPaul
13

Given,

  • Sum of two positive integers = 120
  • The ratio of the integers = 2:3

To find,

  • We have to find the integers.

Solution,

The sum of two positive integers is 120 and the integers are in the ratio 2:3 then the integers are 48 and 72.

We can simply find the integers by using the given conditions,

Let the constant of the ratio be x

Then the integers are 2x and 3x

According to the given condition,

                   2x + 3x = 120

                           5x = 120

                             x = 120/5

                              x = 24

∴ The integers are 48 and 72.

Hence, the sum of two positive integers is 120 and the integers are in the ratio 2:3 then the integers are 48 and 72.

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