(2+2)3/2 Consider the function f(x) = donde x = [1,2] 3 where x = [1,2]. i)...

 

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(2+2)3/2 Consider the function f(x) = donde x = [1,2] 3 where x = [1,2]. i) Calculate the length of the equation curve y = f (x), where x = [1, 2]. ii) Calculate the area of the solid mantle generated by the rotation of the region under the curve y = f (x) about the OY axis. REMARK: Remember that A(f) = 2 1+ [f'(x)]dz. (2+2)3/2 Consider the function f(x) = donde x = [1,2] 3 where x = [1,2]. i) Calculate the length of the equation curve y = f (x), where x = [1, 2]. ii) Calculate the area of the solid mantle generated by the rotation of the region under the curve y = f (x) about the OY axis. REMARK: Remember that A(f) = 2 1+ [f'(x)]dz.