A curve is represented parametrically by the equations x=f(t)=aIn(b′)andy=g(t)=b−In(at)a,b>0anda=1,b=1 Where t∈R. Which of the following is not a correct expression for dxdy?

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A curve is represented parametrically by the equations $x = f (t) = a^{I n (b^{'})} and y = g (t) = b^{- I n (a^{t})} a, b > 0 and a \neq = 1, b \neq = 1 Where t \in R .$
Which of the following is not a correct expression for $\frac{d y}{d x} ?$

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A curve is represented parametrically by the equations

x = f (t) = a^{I n (b^{'})} and y = g (t) = b^{- I n (a^{t})} a, b > 0 and a \neq = 1, b \neq = 1 Where t \in R .

Which of the following is not a correct expression for

\frac{d y}{d x} ?

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Question Text

A curve is represented parametrically by the equations

x = f (t) = a^{I n (b^{'})} and y = g (t) = b^{- I n (a^{t})} a, b > 0 and a \neq = 1, b \neq = 1 Where t \in R .

Which of the following is not a correct expression for

\frac{d y}{d x} ?