In finding the derivative for the parametric equations, y = 3 sin(2t) + 4 and x = 5 t^6 - 2^t select the correct answers below. There may be multiple correct answers.
A. These parametric equations have a vertical tangent line.
B. In finding the derivative the answer is the quotient of derivatives relative to the variable t.
C. The derivative is (3cos(2t)/(30t^5-2^tLn2).
D. In finding the derivative one would use the chain rule, constant multiplier rule, and power rule as well as others.
E. In finding dx/dt one uses the difference, constant multiplier, power and exponential rules.
F. By using algebra one could rewrite the function so that the first step in finding the derivative would be a quotient rule.
G. This function is differentiable everywhere from negative infinity to positive infinity. Meaning dy/dx exists everywhere.
This one really challanges me. I have B, C, D, & E.
A. These parametric equations have a vertical tangent line.
B. In finding the derivative the answer is the quotient of derivatives relative to the variable t.
C. The derivative is (3cos(2t)/(30t^5-2^tLn2).
D. In finding the derivative one would use the chain rule, constant multiplier rule, and power rule as well as others.
E. In finding dx/dt one uses the difference, constant multiplier, power and exponential rules.
F. By using algebra one could rewrite the function so that the first step in finding the derivative would be a quotient rule.
G. This function is differentiable everywhere from negative infinity to positive infinity. Meaning dy/dx exists everywhere.
This one really challanges me. I have B, C, D, & E.