Evaluate Limit x -> a x sina - asinx / x - a
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Limit x-->a {xsina -asinx}/(x-a)
check which format of limit will be
put x = a
we see that 0/0
so,
differentiate numerator wrt x and denominator wrt x separately .
now,
Limit x-->a {sina -acosx}/(1-0)
now put x =a
we gain finite value e.g (sina-acosa)
so,
( sina -acosa ) is answer
check which format of limit will be
put x = a
we see that 0/0
so,
differentiate numerator wrt x and denominator wrt x separately .
now,
Limit x-->a {sina -acosx}/(1-0)
now put x =a
we gain finite value e.g (sina-acosa)
so,
( sina -acosa ) is answer
Answered by
0
Answer:
Step-by-step explanation:lim x =a xsina - asinx / x-a
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