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Please help me understand this problem.

Please help me understand this problem.-example-1
User Che Kofif
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1 Answer

6 votes

In each column of the table, you're expected to find the approximate value of
(x^2)/(\sin x). For example, if
x=-0.03, then you'd find
(x^2)/(\sin x)\approx-0.0300, while if
x=0.03, then
(x^2)/(\sin x)\approx0.300.

As you fill in the table, you'll see that for values of
x to either side of
x=0 the value of
(x^2)/(\sin x) gradually gets closer to 0 too. So the limit must be 0, and the second option is correct.

User BarzanHayati
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