Question

If √x+y=11 and x+√y=27 then find the value of x and y.

Answer 1

Answer:

There is error in statement that in second statement it must be 7 instead of 27.

means like this

√x+y=11 and x+√y=7 then find the value of x and y.

the square root of a number is always the positive square root

therefore y can't be greater than 7 and x can't be greater than 11

look at the perfect squares 1, 4, 9, 16

assuming x and y are perfect squares and a little trial and method......

x=9  and y=4

and if solve with your statement

√x+y=11 and x+√y=27 then find the value of x and y.

not possible to find the integral values of x and y.