-Can you help me with step by step directions to figure the following:

1) Parameterize the part of the curve defined by parameterize the part of the curve defined by z = 3e^y + 1 and x = y² where x 4. Include all the range of values for the parameter, Then rephrase the answer by defining a function f whose image is this (part of) the curve; the range of values for the parameter should tell us which domain to take

and

2) Can you help me with step-by-step instructions for this problem:

if we consider curve C is formed by the intersection of the cylinder y² + z² = 4 with the surface defined by the equation x = y².

a) sketch the curve C.

b) Parameterize C. Include the range of values for the parameter so points along the

curve are not double-counted. Rephrase the answer by defining a function f whose image

is C; the range of values for the parameter should tell us which domain to take for f.