find two positive numbers in ratii 2:5,their difference is15
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Answered by
0
Hii.
Let the positive numbers be 2x and 5x
Then
5x-2x=15
3x=15
x=15/3
x=5
Then
Two numbers are 2*5=10 and 5*5=25
Two numbers are 25 and 10
Verification,
25/10=5/2
And
5*5-2*5
25-10
=15
Hence proved that my answer is correct
I hope this much will help you
Let the positive numbers be 2x and 5x
Then
5x-2x=15
3x=15
x=15/3
x=5
Then
Two numbers are 2*5=10 and 5*5=25
Two numbers are 25 and 10
Verification,
25/10=5/2
And
5*5-2*5
25-10
=15
Hence proved that my answer is correct
I hope this much will help you
Answered by
0
hii!!
here's ur answer...
let the two positive numbers be 2x and 5x.
if there difference is 15
then,
=> 5x - 2x = 15
=> 3x = 15
=> x = 15/3
=> x = 5
hence, first positive number = 2x
= 2×5
= 10
second positive number = 5x
= 5×5
= 25
VERIFICATION:-
= 25-10
= 15
hence verified
hope this helps u..!
★★☺☺☺★★
here's ur answer...
let the two positive numbers be 2x and 5x.
if there difference is 15
then,
=> 5x - 2x = 15
=> 3x = 15
=> x = 15/3
=> x = 5
hence, first positive number = 2x
= 2×5
= 10
second positive number = 5x
= 5×5
= 25
VERIFICATION:-
= 25-10
= 15
hence verified
hope this helps u..!
★★☺☺☺★★
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