The given equation is
9-24 Evaluate the limit, if it exists. 2 - 6x + 5 9. lim 10_lim x² - 4x 3-4 x - 5 why. - 5x4+ 6 -5 2r² + 3xunt 12. lim 1-1 r2 - 2x 13. lim 21,7t + 3 14. lim -182 - 3x - 4 4 + 12 – 16 15 lim 16. lim h 0 (2 + h): - 8 h 1 + 1 - 1 h 17. lim -27 + 8 18. lim h 0
Week 1 2 3 4 5 6 7 8 9 10 Rentals 18, 24, 33, 24, 19, 17, 27, 32, 20, 15, Week 6 25 week 7 23.25 week 8 21.75 week 9 23.75 week 10 24 week 11 23.5 What is the mean absolute deviation at of the end of week 10?(Enter your response rounded to two decimal places.)
Question 7 (5 points) Let f(x) = 24 and -2x, x < 5 9 3 22, x > 5 Evaluate(gof)(7) A/
24. A 50' x 70' kitchen in a commercial building requires 9" x 9" vinyl tiles. Assuming 10% waste how many tiles are required? (5 points) tile
2) 2) f(x) = -272-20x - 59 A) Axis of symmetry: x = -9 B) Axis of symmetry: x= -5 Hitte -20 -10 -20 Axis of symmetry: x = 9 D) Axis of symmetry: x = 5 -20 -10 -20 ::-10 TO
answer 10 please
9. Say we have a function (x+5) (x-6). If we start Newton-Ra what are the next two x values? x-2, 10·Given the function in # 9 a. Is there a minimum or maximum on the interval -2 to 1 b. What is the value? (analytical solution) Describe how you could use the bisection method or newton to find it numerically just describe the method in some detail. c.
9. Say we have a function (x+5) (x-6). If...
9. Prove that (a - b) x (a+ b) = 2(a x b) X
9. Prove that (a - b) x (a+ b) = 2(a x b) X
Classes Frequency 0-4 4 5-9 8 10-14 5 15-19 2 20-24 1 Question: I need a ogive chart
ſAec r>c 2. (24 pts) Let f(x) = where A, B,CER, A, B +0. 10 <<C (a) Show that f is differentiable at x = x=C. (b) Determine the first four terms of the Taylor series centered at r = C for f (2) using the definition of Taylor series. (c) If possible, find the Taylor series T (2) centered at 2 = C for f(c). (d) What's the radius and interval of convergence? (e) Find R.(C+). Can you find...
Solve for x. 18) 12 10 24 2x-5 21