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Use Property 8 of the Integrals[m<=f(x)<=M, for a<=x<=b, than m(b-a)<=f(x)<=M(b-a)]to estimate the value of the integral: integral tan(x)dx [(Pi/4, Pi/3)
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I am confused on how to get my m and M values
do I just put Pi/4 and Pi/3 into the f(x)?
1<tanx<sq3 x]pi/4-pi/3<inttanx<sq3]pi/4-pi/3
so int belonging to (pi/12, pisq3/12)
So I put those two values back into the functions to get my low and high values and the just multiply each m, M by Pi\4-Pi\3?
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exactly.
Thank you for your help! Hopefully after I have done a few thousand or so of these integrals, they will become easier.
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