I. Find the standard (slope-intercept form) equation of the tangent line to the following functions at the specified points: 1. f(x)=3x²-12x+1 at the point (0,1) 2. f(x)=2x² - 4x +5 at the point (-1,11) 3. f(x)=√x+9 at the point where a=0 +1. f(x)=√25-² at the point where a 4 *5. f(x)=x² + √ at the point where z = 1

Q: 4) Determine an equation for the tangent to the graph of the curve y = (6x - 3)(-x? + 2) when x = 1.…

A: Note: To draw the tangent of a curve at a given point, first we have to find out the slope of the…

Q: Find an equation of the line tangent to the graph of ƒ(x) = (2x - 1) (x + 4) at (1, 5).

A: To findEquation of the line tangent to the graph y=(2x-1)(x+4)  at (1,5)⇒y=2x2+7x-4.

Q: the equation of the tangent line to f when the slope is

A:

Q: What is the equation of the tangent to the curve of the function: f(x) = 6x³ + 4x² +3x+2 when x = 1?

A: The given function is: f(x)= 6x3+4x2+3x+2At x=1, y=f(1)= 6+4+3+2= 15

Q: If f(x) = 2x? - 9x + 4, find the equation of the line tangent at a = 2.

A: