[" If x lies between "-5" and "11," then the greatest "],[" value of "(11-x)^(3)(x+5)^(5)" is "]

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Find the approximate values of : f(x)=x^(3)+5x^(2)-7x+10" at "x=1.1 .

The approximate value of f(x)=x^(3)+5x^(2)-7x+9 at x=1.1 is

(x-3)/(x-5)=9/11

cos (5 - 11 x)

If x is real, then the interval in which no value of the expression (2(x^(2)+2x-11))/(2x-5) lies, is

If x +(frac(1)(x))=15 , then find the value of (5x)/(5x^2 - 11x +5)