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Asked by Bijoy Last Modified
Answer 
Let the numbers are x and y.
From the given data we can write two equations with these variables x and y.
The sum of two numbers is 95. that is
x+y=95..............(1)
One exceeds the other by 15. that is
x=y+15.............(2)
By giving (2) in (1)
x+y=95
y+15+y=95
2y=95-15=80
y=80/2=40
from(2)
x=y+15=40+15=55
So the numbers are 55 and 40
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Let one number be x. Therefore, the other number will be x + 15.
According to the question,
x + x + 15 = 95
2x + 15 = 95
On transposing 15 to R.H.S, we obtain
2x = 95 − 15
2x = 80
On dividing both sides by 2, we obtain
x = 40
x + 15 = 40 + 15 = 55
Hence, the numbers are 40 and 55.
read less Let the numbers are x and y.
From the given data we can write two equations with these variables x and y.
The sum of two numbers is 95. that is
x+y=95..............(1)
One exceeds the other by 15. that is
x=y+15.............(2)
By giving (2) in (1)
x+y=95
y+15+y=95
2y=95-15=80
y=80/2=40
from(2)
x=y+15=40+15=55
So the numbers are 55 and 40
read lessView 10 more Answers
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