Evaluate .
If the answer cannot be inputted into the solution box, select the correct option below and input the number of the option that best fits the correct answer:
Limit DNE, by approaching on both sides of one: Input 1234
Limit DNE, by approaching on both sides of one: Input 4321
Limit DNE, by not approaching the same value from left and from right of one, but not approaching on either side: Input 1324
Limit DNE, by approaching from the left of one, and from the right of one: Input 1243
Limit DNE, by approaching from the left of one, and from the right of one: Input 3241
Limit DNE, by approaching from the left of one, ONLY. The right hand limit does not approach a real number, nor does it approach . Input 3421
Limit DNE, by approaching from the left of one, ONLY. The right hand limit does not approach a real number, nor does it approach . Input 3142
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First we see that the function arcsin(x) had a domain [-1,1]. So the function doesn't exist on the right of 1. The left side limit can be easily found be L' Hospital's rule. The function approaches positive infinity on the left side of 1.