BuyFindarrow_forward

Mathematical Applications for the ...

11th Edition
Ronald J. Harshbarger + 1 other
ISBN: 9781305108042

Solutions

Chapter
Section
BuyFindarrow_forward

Mathematical Applications for the ...

11th Edition
Ronald J. Harshbarger + 1 other
ISBN: 9781305108042
Textbook Problem

Find d y / d x for the functions in Problems 7-10.

x 2 + 4 x + y 2 3 y + 1 = 0

To determine

To calculate: The value of dydx for the provided equation x2+4x+y23y+1=0.

Explanation

Given Information:

The provided equation is, x2+4x+y23y+1=0.

Formula used:

When y is an implied function of x, obtain dydx by differentiating both sides of the equation with respect to x and then algebraically solve for dydx.

According to the chain rule, if f and g are differentiable functions with y=f(u) and u=g(x), then y is a differentiable function of x,

dydx=dydududx.

Calculation:

Consider the provided equation,

x2+4x+y23y+1=0

First, take the derivative of both sides of the equation with respect to x as,

ddx(x2+4x+y23y+1)=ddx(0)

Now, use the chain rule of derivatives,

dydx=dydududx

To obtain the derivatives of x2

Still sussing out bartleby?

Check out a sample textbook solution.

See a sample solution

The Solution to Your Study Problems

Bartleby provides explanations to thousands of textbook problems written by our experts, many with advanced degrees!

Get Started

Chapter 11 Solutions

Show all chapter solutions add
Sect-11.1 P-7ESect-11.1 P-8ESect-11.1 P-9ESect-11.1 P-10ESect-11.1 P-11ESect-11.1 P-12ESect-11.1 P-13ESect-11.1 P-14ESect-11.1 P-15ESect-11.1 P-16ESect-11.1 P-17ESect-11.1 P-18ESect-11.1 P-19ESect-11.1 P-20ESect-11.1 P-21ESect-11.1 P-22ESect-11.1 P-23ESect-11.1 P-24ESect-11.1 P-25ESect-11.1 P-26ESect-11.1 P-27ESect-11.1 P-28ESect-11.1 P-29ESect-11.1 P-30ESect-11.1 P-31ESect-11.1 P-32ESect-11.1 P-33ESect-11.1 P-34ESect-11.1 P-35ESect-11.1 P-36ESect-11.1 P-37ESect-11.1 P-38ESect-11.1 P-39ESect-11.1 P-40ESect-11.1 P-41ESect-11.1 P-42ESect-11.1 P-43ESect-11.1 P-44ESect-11.1 P-45ESect-11.1 P-46ESect-11.1 P-47ESect-11.1 P-48ESect-11.1 P-49ESect-11.1 P-50ESect-11.1 P-51ESect-11.1 P-52ESect-11.2 P-1CPSect-11.2 P-2CPSect-11.2 P-3CPSect-11.2 P-4CPSect-11.2 P-1ESect-11.2 P-2ESect-11.2 P-3ESect-11.2 P-4ESect-11.2 P-5ESect-11.2 P-6ESect-11.2 P-7ESect-11.2 P-8ESect-11.2 P-9ESect-11.2 P-10ESect-11.2 P-11ESect-11.2 P-12ESect-11.2 P-13ESect-11.2 P-14ESect-11.2 P-15ESect-11.2 P-16ESect-11.2 P-17ESect-11.2 P-18ESect-11.2 P-19ESect-11.2 P-20ESect-11.2 P-21ESect-11.2 P-22ESect-11.2 P-23ESect-11.2 P-24ESect-11.2 P-25ESect-11.2 P-26ESect-11.2 P-27ESect-11.2 P-28ESect-11.2 P-29ESect-11.2 P-30ESect-11.2 P-31ESect-11.2 P-32ESect-11.2 P-33ESect-11.2 P-34ESect-11.2 P-35ESect-11.2 P-36ESect-11.2 P-37ESect-11.2 P-38ESect-11.2 P-39ESect-11.2 P-40ESect-11.2 P-41ESect-11.2 P-42ESect-11.2 P-43ESect-11.2 P-44ESect-11.2 P-45ESect-11.2 P-46ESect-11.2 P-47ESect-11.2 P-48ESect-11.2 P-49ESect-11.2 P-50ESect-11.2 P-51ESect-11.2 P-52ESect-11.2 P-55ESect-11.2 P-56ESect-11.2 P-58ESect-11.2 P-59ESect-11.2 P-60ESect-11.2 P-61ESect-11.2 P-62ESect-11.2 P-66ESect-11.3 P-1CPSect-11.3 P-2CPSect-11.3 P-1ESect-11.3 P-2ESect-11.3 P-3ESect-11.3 P-4ESect-11.3 P-5ESect-11.3 P-6ESect-11.3 P-7ESect-11.3 P-8ESect-11.3 P-9ESect-11.3 P-10ESect-11.3 P-11ESect-11.3 P-12ESect-11.3 P-13ESect-11.3 P-14ESect-11.3 P-15ESect-11.3 P-16ESect-11.3 P-17ESect-11.3 P-18ESect-11.3 P-19ESect-11.3 P-20ESect-11.3 P-21ESect-11.3 P-22ESect-11.3 P-23ESect-11.3 P-24ESect-11.3 P-25ESect-11.3 P-26ESect-11.3 P-27ESect-11.3 P-28ESect-11.3 P-29ESect-11.3 P-30ESect-11.3 P-31ESect-11.3 P-32ESect-11.3 P-33ESect-11.3 P-34ESect-11.3 P-35ESect-11.3 P-36ESect-11.3 P-37ESect-11.3 P-38ESect-11.3 P-39ESect-11.3 P-40ESect-11.3 P-41ESect-11.3 P-42ESect-11.3 P-43ESect-11.3 P-44ESect-11.3 P-45ESect-11.3 P-46ESect-11.3 P-47ESect-11.3 P-48ESect-11.3 P-49ESect-11.3 P-50ESect-11.3 P-51ESect-11.3 P-52ESect-11.3 P-53ESect-11.3 P-54ESect-11.3 P-55ESect-11.3 P-56ESect-11.3 P-57ESect-11.3 P-58ESect-11.3 P-59ESect-11.3 P-60ESect-11.3 P-61ESect-11.3 P-62ESect-11.3 P-63ESect-11.4 P-1CPSect-11.4 P-2CPSect-11.4 P-3CPSect-11.4 P-1ESect-11.4 P-2ESect-11.4 P-3ESect-11.4 P-4ESect-11.4 P-5ESect-11.4 P-6ESect-11.4 P-7ESect-11.4 P-8ESect-11.4 P-9ESect-11.4 P-10ESect-11.4 P-11ESect-11.4 P-12ESect-11.4 P-13ESect-11.4 P-14ESect-11.4 P-15ESect-11.4 P-16ESect-11.4 P-17ESect-11.4 P-18ESect-11.4 P-19ESect-11.4 P-20ESect-11.4 P-21ESect-11.4 P-22ESect-11.4 P-23ESect-11.4 P-24ESect-11.4 P-25ESect-11.4 P-26ESect-11.4 P-27ESect-11.4 P-28ESect-11.4 P-29ESect-11.4 P-30ESect-11.4 P-31ESect-11.4 P-32ESect-11.4 P-33ESect-11.4 P-34ESect-11.4 P-35ESect-11.4 P-36ESect-11.4 P-37ESect-11.4 P-38ESect-11.4 P-39ESect-11.5 P-1CPSect-11.5 P-2CPSect-11.5 P-3CPSect-11.5 P-4CPSect-11.5 P-1ESect-11.5 P-2ESect-11.5 P-3ESect-11.5 P-4ESect-11.5 P-5ESect-11.5 P-6ESect-11.5 P-7ESect-11.5 P-8ESect-11.5 P-9ESect-11.5 P-10ESect-11.5 P-11ESect-11.5 P-12ESect-11.5 P-15ESect-11.5 P-16ESect-11.5 P-17ESect-11.5 P-18ESect-11.5 P-19ESect-11.5 P-20ESect-11.5 P-21ESect-11.5 P-22ESect-11.5 P-23ESect-11.5 P-24ECh-11 P-1RECh-11 P-2RECh-11 P-3RECh-11 P-4RECh-11 P-5RECh-11 P-6RECh-11 P-7RECh-11 P-8RECh-11 P-9RECh-11 P-10RECh-11 P-11RECh-11 P-12RECh-11 P-13RECh-11 P-14RECh-11 P-15RECh-11 P-16RECh-11 P-17RECh-11 P-18RECh-11 P-19RECh-11 P-20RECh-11 P-21RECh-11 P-22RECh-11 P-23RECh-11 P-24RECh-11 P-25RECh-11 P-26RECh-11 P-27RECh-11 P-28RECh-11 P-29RECh-11 P-30RECh-11 P-31RECh-11 P-32RECh-11 P-33RECh-11 P-34RECh-11 P-38RECh-11 P-39RECh-11 P-40RECh-11 P-41RECh-11 P-35RECh-11 P-36RECh-11 P-37RECh-11 P-1TCh-11 P-2TCh-11 P-3TCh-11 P-4TCh-11 P-5TCh-11 P-6TCh-11 P-7TCh-11 P-8TCh-11 P-9TCh-11 P-10TCh-11 P-11TCh-11 P-12TCh-11 P-13TCh-11 P-14TCh-11 P-15TCh-11 P-16TCh-11 P-17TCh-11 P-19T

Additional Math Solutions

Find more solutions based on key concepts

Show solutions add

Express the limit as a definite integral. limn1ni=1n11+(i/n)2

Single Variable Calculus: Early Transcendentals, Volume I

Find the domain of the function. a. f(x) = 9x b. f(x) = x+32x2x3

Applied Calculus for the Managerial, Life, and Social Sciences: A Brief Approach

In Exercise 27-28, write an expression describing the shaded portions of the Venn diagram. a. b.

Finite Mathematics for the Managerial, Life, and Social Sciences

Sketch the polar curve. 11. r = cos 3

Single Variable Calculus: Early Transcendentals

For a given M 0, the corresponding in the definition of limx012x4= is: a) 2M4 b) 2M4 c) 12M4 d) 12M4

Study Guide for Stewart's Single Variable Calculus: Early Transcendentals, 8th

Subtract as indicated: (14a2+ab3b2)(9a2+4ab5b2) .

Mathematics For Machine Technology