a and b are two numbers such that a exceeds 0.95b by x and b exceeds 0.95a by y. Then a + b =
x + y
20 (x + y)
0.95 (x + y)
a = 0.95 b + x
b = 0.95 a + y
(a+b) - 0.95 (a+b) = x+y
a+b = 20 (x+y)
If x and y are two numbers such that their sum exceeds their product by 1. Then the integral value of x if x:y = 1:2
The third proportion to (x2−y2) and (x - y), where x and y are unequal, is: