I can't figure out the second portion of this question highlighted in red. Can you help me find the equation of the tangent line please? **Transcription for Educational Website:**---**Problem Statement:**Suppose \( f(t) = 6(t - 4)^{-1/2} \).**(a) Find the derivative of \( f \).**\[ f'(t) = -3(t - 4)^{-3/2} \]*The derivative of the function \( f(t) \) is found using the power rule and chain rule of differentiation.***(b) Find an equation for the tangent line to the graph of \( y = f(t) \) at the point \( (t, y) = (29, 6/5) \).***Tangent line:*\[ y = -\frac{3}{125} x + \frac{237}{125} \]*This equation represents the tangent line at the specified point. The slope is calculated using the derivative \( f'(t) \), and the equation is found using the point-slope form.*---**Additional Information:**In the provided answer section, the values for the derivative and tangent line are confirmed through a second attempt, indicated as "Attempt 2 of 2". *Note: There was an alert symbol (⚠) next to the equation of the tangent line, possibly indicating an error or a point of caution in a digital platform, which should be checked for accuracy.*

Name: I can't figure out the second portion of this question highlighted in
Uploaded: 2024-03-20T06:46:14.000Z
Channel: Bartleby
Description: I can't figure out the second portion of this question highlighted in red. Can you help me find the equation of the tangent line please? **Transcription for Educational Website:**---**Problem Statement:**Suppose \( f(t) = 6(t - 4)^{-1/2} \).**(a) Fin