Can this limit be directly computed by limit laws? {{MATH_356}} {{CMD_357}} {{CMD_358}} {{CMD_359}}yes{{CMD_360}} {{CMD_361}}no{{CMD_362}} {{CMD_363}} {{CMD_364}} If we are trying to use limit laws to compute this limit, we would have to use the Product Law to say that {{MATH_365}} We are only allowed to use this law if both limits exist. Let's check each limit separately. {{ENV_366}} So this limit exists. Now we check the other factor. Notice that {{MATH_367}} If we are trying to use limit laws to compute this limit, we would now have to use the Quotient Law to say that {{MATH_368}} We are only allowed to use this law if both limits exist and the denominator does not equal {{MATH_369}}. The limit in the numerator definitely exists, so let's check the limit in the denominator. {{ENV_370}} Since the denominator is {{MATH_371}}, we cannot apply the Quotient Law. {{CMD_372}} {{CMD_373}} {{CMD_374}}