lim x->π/2
(1 + cos2x)/(π - 2x)^2
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Answered by
7
Answer:
put π-2x=y
when x tends to π/2 implies y tends to 0
lim x tends to 0 (2cos^2 x/(π-2x)^2
= lim y tends to 0 (2 cos ^2(π/2-y/2)/y^2
= lim y tends to 0 (2 sin^2 y/2)/y^2
=lim y tends to 0 [sin y/2/y/2]^2(1/2)
=(1)^2(1/2)=1/2
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2
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Answer in attachment dear
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