[" Derivatane of "x^(6)" with sespet to ...

[" Derivatane of "x^(6)" with sespet to "],[x^(3)" is "]

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If x=6 find the value of x^(3)-3(x-6)

The range of f(x)=6^(x)+3^(x)+6^(-x)+3^(-x)+2 is :

Find the remainder when the expression 3x^3+6x^2-7x+6 is divided by x +3 .

y= sqrt(3x) -sqrt((3)/(x))+ (x+6)/(6-x), then the vlaue of [(dy)/(dx)]_(x=3) is-

If x+1/x=3 , then the value of x^6+1/x^6 is.

If x^(3/2)+x^(-3/2)=3 then the value of x^(6)+(1)/(x^(6)) is

Find the range of the function f(x)=6^(x)+3^(x)+6^(-x)+3^(-x)+2

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[" Derivatane of "x^(6)" with sespet to "],[x^(3)" is "]
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यदि x+1/x=3 , तो x^(6) +1/(x^(6))=
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हल करें - (x)/(3)+(3)/(6-x)=(2(6+x))/(15)
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(x + 3) (x + 6) =
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সমাধান করো:(x-3)/(x+3)-(x+3)/(x-3)+6 6/7=0
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সমাধান করো: (x-3)/(x+3)-(x+3)/(x-3)+6 6/7=0(xne-3,3)।
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