if the sum and difference of two numbers are 40 and 8, the smaller number is
Answers
let the two numbers be x and y respectively...
by question,
x+y=40.... i
x-y= 8.......ii
so, On adding both the equation...
we get,
2x= 48
or, x= 24
so, y= 40-24
= 16
hence, the smaller number is 16
Answer:
Step-by-step explanation: Let the two numbers be x and y, then
Sum of two numbers , i.e. x+y = 40 and difference of two numbers, i.e. x-y = 8 Let the equations be 1 and 2 By adding the equations 1 and 2 x+y =40 x-y =8 2x = 48 x = 24 Now substitute "x" in equation 1 24 + y = 40 y = 40-24 y =16 *The smaller number is 16