If the sum of two numbers is 25 and their difference is 13, then what would be the product of them? [CLOSED]

Question

Two numbers are such that their difference, their sum and their product are in the ratio 1:5:24.
What is the product of these two numbers?

Answer 1

X+Y=25
X-Y=13
SOLVE BY SUBSITUITION METHOD 'THEN
THE VALUE OF X AND Y IS 19 AND 6
THEIR PRODUCT IS X*Y=19*6=114

Answer 2

The Product of the two numbers will be 114

Answer 3

Let X, Y be the numbers
Then,
X + Y = 25
X - Y = 13
Adding up the two equations: 2X = 38 , X = 19 and Y = 25 -19 = 6
Therefore X * Y = 114
The answer is 114

Answer 4

A+B=25
A-B=13
SOLVING A=19,B=6 IE AB=114=ANS

Answer 5

Straight forward
A + B = 25
A - B = 13
Then 2A = 25+ 13 , A = 19 and B = 25 - 19 = 6
Solution : A * B = 19 * 6 = 114

Answer 6

19 AND 6 are the two numbers
Product = 114