Question: Consider the function given below.f(x)={cos(1x-2),x <20,x2Complete parts (a) through (c)A. Yes, ((x)=(Simplity your answer)x=az-x-zA. Yes, lim?(x)=(Singlity your andwer)B. No, because there is ne real number

Consider the function given below.f(x)={cos(1x-2),x<20,x2Complete parts (a) through (c)A. Yes, ((x)=(Simplity your answer)x=az-x-zA. Yes, lim?(x)=(Singlity your andwer)B. No, because there is ne real number lie which the honclion's values sey kosasingly clove as x approaches 2 tom the right wiseConsider the function given below.F(x)={cos(1x-2),x<20,x2Complete parts (a) trough (c)4A. Yes, In f(x)=.(Simplly your answer)xz-U. No, because there is no real mumber to which the finclion's values stay inowasingly close as x approaches 2 haen beliet side-=z2A. Yes, limx2N(x)=(Simplify your answer)Use the relation lim0sin=1 to determine the limit.limx04x4xcos(4x)7sin(4x)cos(4x)Select the correct answer below and, if necessary, fill in the answer box to complete your choice.A.limx04x4xcos(4x)7sin(4x)cos(4x)=,(Simplify your answer.)B. The limit does not exist.

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