#L, Çonsicder the graph ort the hnetion *-xー12 tex)= a) ind an equatidn Ot the secant line janing the rwo point (-2,-6) anel (4,0) Ose the mean value Theorem to determine Poirt c in the interrval (-2,4) such that b) a the tangent line at c the secant line Is parallel C) Aind tme equation of the taAngent line throuon ccites)

Q: What is the distance from point H(6, 10) to K(-4, 2)?

A: Distance

Q: Find eqation of line through the point (4,2,1) and (0,4,2)

A:

Q: 2. (6 marks) Find the slope of the line tangent to f: y = 2/5x + 1 at the point (3,8). c) - D) E) -…

A: Answer and explanation is given below..

Q: 3 Construct the tangent lines from point P to circle O in the figure below. P

A:

Q: Let A be the point with coordinates (-3, 2, -1) and let B be the point with coordinates (2, 0, 0).…

A:

Q: What is the distance between point (2,4,5) to line r = (1,2,5) + t (-1,2, -1)?

A:

Q: Wie the defiebun of the desiunhue P) lin flxal) -RC) ke compule devivative of fl)=3X-X hab find the…

A: Answer is y=-x+4

Q: Find the point(s) of intersection of the curves r = 10 and r = 20 cos e. O A. (10,5) 3 OB.…

A: Given: r = 4  r = 20 cos θ

Q: Find the distance from the point (1,–4,2) to the line x=2+t, y =-2+2t, z = 4 –t Try not to use any…

A:

Q: graph'the Sorution to the follow imy inginequratityon animber line nur (x-2) (x+5) z O

A: Solving the problem by doing the graph.

Q: What is the distance from point T(12, -5) to S(-8, 14)?

A: We have to find the distance from point T(12, -5) to S(-8, 14).

Q: 3- The tangont line to the cutve af the point (3,h)

A:

Q: Point F is located at (4, 7) and point G is at (-3, 10) what is the midpoint of segment FG?

A: