Range of the function f(x) = Sin^-1[x^2+1/2] + cos^-1[x^2-1/2] where [] is the greteast integer function is??? I need the procedure

Question

Shivam Dimri · Answer

first of all the domain should be defined

clearly x²-1/2 should be less than 2 (as the bracket gives the integer only)

we get the domain as -root(3/2) to + root(3/2)

put the extremes and get the answer....

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Range of the function f(x) = Sin^-1[x^2+1/2] + cos^-1[x^2-1/2] where [] is the greteast integer function is??? I need the procedure

Range of the function f(x) = Sin^-1[x^2+1/2] + cos^-1[x^2-1/2] where [] is the greteast integer function is??? I need the procedure

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Range of the function f(x) = Sin^-1[x^2+1/2] + cos^-1[x^2-1/2] where [] is the greteast integer function is??? I need the procedure

Range of the function f(x) = Sin^-1[x^2+1/2] + cos^-1[x^2-1/2] where [] is the greteast integer function is??? I need the procedure

1 Answers

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Other Related Questions on Differential Calculus

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