Question

please answer this question I will mark brainlist. The difference between two positive integer is 30. The ratio of these integers is 2 : 5 find the integers.
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Answer 1

GIVEN:

The ratio of two integers = 2:5

The difference between these integers = 30

TO FIND:

Both integers

SOLUTION:

Let the common ratio of the integers be 'x'

Then, the numbers be 2x and 5x

According to the question,

==> 5x - 2x = 30

==> 3x = 30

==> x = 30/3

==> x = 10

The integers are:

==> 5x = 5(10) = 50

==> 2x = 2(10) = 20

Therefore, the integers are 50 and 20.

Answer 2

Answer:

LET THE INTEGERS BE = 2x , 5x

ATQ,

=> 5x-2x=30

=> 3x= 30

=> x = 30/3

=> x = 10

THEN , THE INTEGERS ARE ÷

2x = 2(10)

= 20

5x = 5(10)

= 50

THEREFORE, INTEGERS ARE 20 AND 50

hope, it is helpful to you!!

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