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how do you solve the lim as x approaches (pi/2) of tan(x)/ln(cos(x))
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using L'hopitales rule
differentiate the top and bottom it the same limiting value
does it have to be (0/0) or (infinity/infinity) type to take the derivative
yes must be those if it remainsn that after differentiating diff again
but the original function is not (0/0) or (infinity/infinity) type
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can be 1∞, 00, ∞0, 0 × ∞, and ∞ − ∞,
this one is (UND/UND)
no i think it is\[\infty \div-\infty\]
Thank you very much!!
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