Given that the integer part and fractional part of `sqrt(37-20sqrt3)` are `x` and `y` respectively. Find the value of `x + y+4/y`

In the questions, [x]a n d{x} represent the greatest integer function and the fractional part function, respectively. If y=3[x]+1=4[x-1]-10 , then find the value of [x+2y]dot

In the questions, [x]a n d{x} represent the greatest integer function and the fractional part function, respectively. If y=3[x]+1=4[x-1]-10 , then find the value of [x+2y]dot

In the questions, [x]a n d{x} represent the greatest integer function and the fractional part function, respectively. If y=3[x]+1=4[x-1]-10 , then find the value of [x+2y]dot

In the questions,[x] and {x} represent the greatest integer function and the fractional part function,respectively.If y=3[x]+1=4[x-1]-10, then find the value of [x+2y]

If 4x-5y=37 and 3x-4y=25, then find the value of x-y.

If x= (sqrt2+1)/(sqrt2-1) and x-y= 4sqrt2 then find the value of x^4+y^4 .

If the fractional part of (1)/(x) and x^(2) for some x in(sqrt(2),sqrt(3)) are equal then the value of x^(4)-(3)/(x)

If x =1 + sqrt2 + sqrt3 and y =1 + sqrt2 -sqrt3 then find the value of (x^(2) +4xy +y^(2))/(x+y)

If x = 2 + sqrt(3) and y = 2 - sqrt(3) , find the value of x^(-3) + y^(-3) .