True or False. Circle either T or F. Provide a very short statement (equation et

ID: 2871793 • Letter: T

Question

True or False. Circle either T or F. Provide a very short statement (equation etc.) to support answer for credit.

T or F: If f(c) is not defined, then limit as x approaches c of f(x) does not exist

T or F: For every real number,c, limit as x approaches c of tan(x)= tan(c)

T or F: If the limit as x approaches a of f(x)= L and the limit as x approaches a from the right of f(x) = M then L=M

T or F: If f(x) does not equal g(x) then the limit as x approaches c of f(x) does not equal the limit as x approaches c of g(x)

T or F: If the limit as x approaches a results in a 0/0 then the only possible outcomes are infinity, -infinity, 0, or DNE

* If f(c) is not defined, then limit as x approaches c of f(x) does not exist

True : T because limit as x approaches c of f(x)=f(c) that is not defined So, DNE

* For every real number,c, limit as x approaches c of tan(x)= tan(c)

False : F because tan(pi/2) not defined

* If the limit as x approaches a of f(x)= L and the limit as x approaches a from the right of f(x) = M then L=M

TRUE : T because limit exixt when Left= Right = f(a)

* If f(x) does not equal g(x) then the limit as x approaches c of f(x) does not equal the limit as x approaches c of g(x)

True for some value of c

* If the limit as x approaches a results in a 0/0 then the only possible outcomes are infinity, -infinity, 0, or DNE

FALSE : F because it's intermediate term.

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