Need help with 17 and 18 Derivatives of Rational PówersFind dy/dx in Exercises 1-6.1. y = x/42. y = V2x3. y = 7Vx + 65. y = x(x² + 1)"24. y = (1 – 6x)/36. y = x(x² + 1)-/2Find the first derivatives of the functions in Exercises 7–12.7. s = V7?9. y = sin ((2t + 5)-2/3)11. g(x) = 2(2x¯1/2 + 1)¬1/38. r = Vo-310. f(x) = V1 – Vx12. h(0) = V1 + cos (20)Differentiating Implicitly13. x²y + xy? = 615. x – xy + y = 1Use implicit differentiation to find dy/dx in Exercises 13-22.14. 2xy + y² = x + y_16. x²(x – y)² = x² – y²17. y² =+ 1x- 1x + 1x- yx+ y18. x2 =%3D%3D19. x = tan y20. x + sin y = xy()()21. y sin )= 1- xy22. y cos= 2x + 2y%3D

Name: Need help with 17 and 18 Derivatives of Rational PówersFind dy/dx in E
Uploaded: 2024-03-20T07:07:12.000Z
Channel: Bartleby
Description: Need help with 17 and 18 Derivatives of Rational PówersFind dy/dx in Exercises 1-6.1. y = x/42. y = V2x3. y = 7Vx + 65. y = x(x² + 1)"24. y = (1 – 6x)/36. y = x(x² + 1)-/2Find the first derivatives of the functions in Exercises 7–12.7. s = V7?9. y =

Answered: 17. y? = * - 1 x +1 18. x2 = *- y x + y…

Math

Advanced Math

17. y? = * - 1 x +1 18. x2 = *- y x + y %3D %3D

Calculus For The Life Sciences

2nd Edition

ISBN:9780321964038

Author:GREENWELL, Raymond N., RITCHEY, Nathan P., Lial, Margaret L.

Publisher:GREENWELL, Raymond N., RITCHEY, Nathan P., Lial, Margaret L.

Chapter6: Applications Of The Derivative

Section6.CR: Chapter 6 Review

Problem 48CR

See similar textbooks

Similar questions

Differentiate the function. y= (2x4 - x+ 1) (-x5 + 2) Choose the correct setup below to differentiate the function. d d O y=2(-x° +2) •(-x* +2) +2(2x* - x+ 1) · (2x* - x+ 1) dx dx d. d y' = (2x* - x+1) ·(-x³ +2) - ( -x³ +2) • (2x* - x+1) dx dx d o v= (2x* - x+1) (-x* +2) + (-x* +2) (2 -x*+1) -(-x5+2) + ( -x5 +2) (2x* -x + 1) d d. y' = (2x* - x+1) (2x* -x+1) + (-x³ +2) • (-x° +2) d d. O y'= (2x* - x+1) · (2x* -x+ 1) - (-x +2) ·(-x5 +2)
sec² (1/ x) 9: (16pts) Evaluate dx.
Differentiate the function. y = (2x* -x+ 1) (-x° + 3) - x+ y' =O
Calculate y" and y" y = x² (8 x + 3)
Differentiate. y =t / (t- 1) 2
use implicit differentiation if applicable show proof (complete solution) (x-C₁) ² + y² = C₂ is a solution to (du) ². (dx / )² + 1 = 2 y dy + તપુ dx² 0.
3. (a) Determine 3 + x2 dx V1- x2. (b) Determine 3 + dx
ENDCAL30 (Differential Calculus) EXERCISE 3 Determine the derivative of the following functions. Apply the rules of differentiation. NO NEED to express in lowest terms. 1) у- (1+x+ - - x. -3 2) y = 5x – 2x + 4x - 8x? 3) у %3D (x5 — 2х3)(7x2 +х — 8) х2 - 9х + 11 4) у %3 2х + 5 5) y = (x-4 + 7x-² – 8)
Find the derivative of y= (2x³+x+1) 4(x²+3)5 (x4+3) 3 OA dy (4) (2x³+x+1)³(5) (x²+3)4 dx 2(x²+3) ² OB. dy (2x³+x+1) 4(x²+3) 5 4 5 dx (x²+3) 3 2x³+x+1 x²+3 x+3 C. dy (2x³+x+1)+(x²+3) 5 24x2+4 10x 12x3 (x²+3) ³ 2x³+x+1 x²+3 13 = 11 4 2x³ +x+1 dx CE None of these +3 T + 33 x²4 4
The equation of motion of a particle is s = t^3 -12t, where s is in meters and t is in seconds (assume t > 0) (a) Find the velocity and acceleration as functions of t. v(t) = a(t) = (b) Find the acceleration after 7 seconds = m/s^2 (c) Find the accleration when the velocity is 0 = m/s^2
Evaluate dx Evoluate le3-). OA. (3x - x?)e3x²- x? - 1 X' O B. oc (9x² - 2x)e3»²-x² OC. O D. In(3x³ – x?) 6 / 22 9x? - 2x +e
MIDTERM » DER. OF INV. TRIGO FUNCTIONS > + Midterm Seatwork #3 Find the derivatives of the following: 1. y = Arcsec(2x°) + sec(2xº) – 2x6 (E) 2. y = Arccot 3. y = Arcsin (3x5 + 1)³ 4. y = csc(4x²) Arccsc(4x²) 5. у %3D (Arccos Зx5)3 N| 8