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If f(x) = (sin x)/x, what is the limit of the function as x approaches zero? why is it the answer is 1?
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if x is in radians then the limit approaches 1 the value of sinx is nearly x when x is very very samll but not 0 hence the ratio tends to 1
is 0/0 equal to one?
no 0/0 is indeterminate
No.0/0 is equal to infinity.It can be 1,2,3,4,5....anything..
- or undefined
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no , 0 cannot divide any number
if you differentiate top and bottom you get cos x as x ---> 0 cosx ----> 1
- so by hopital's rule sin x / x has same limit
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