" If "f" be the greatest integer function and "g" be the modulus function,then "(gof)(-(5)/(3))-(fog)(-(5)/(3))

If f be the greatest integer function and g be the moduls function, then (gof) (-(5)/(2)) - (fog ) (-(5)/(3))=

If f be the greatest integer function and g be the moduls function, then (gof) (-(5)/(2)) - (fog ) (-(5)/(3))=

Let f(x) be the greatest integer function and g(x) be the modulus function. What is (g^(@)f)(-(5)/(3))-(f^(@)g)(-(5)/(3)) equal to?

Let f be the greatest integer function and g be the modulus function, then evaluate : gof(-7/3) - fog(-7/3) .

If f is the greatest integer function and g is the modulus function,then find the value of (g0f)(-(5)/(3))-(fog)(-(5)/(3))

If 'f' be the greatest integer function and ' g' be the modulus function, find the values of gof(5/3) - fog(5/3)

If f is the greatest integer function and g is the modulus function, then find the value of (gof)(-5/3)-(fog)(-5/3)dot

If f the greatest integer function and g be the modulus function. Find the value of gof ((-1)/(3))- fog ((-1)/(3)) .