1,279 Answered Questions for the topic differential equations
Differential Equations
02/23/19
Standard Form Equation
Equation of the line passing through points (8, -7) and (-6, -7) in standard form. Descriptive answer please. Include all the steps.
Differential Equations
02/19/19
Differential Equations
Solve the given initial-value problem. Give the largest interval I over which the solution is defined.
(x+1)dy/dx + y = ln x, y(1) = 10
y=?
Differential Equations
02/19/19
Differential Equations
Determine whether the given differential equation is exact. If it is exact, solve it. (If it is not exact, enter NOT.)
(x^2y^3-(1/(1+9x^2)))dy/dx+ x3y2 = 0
Differential Equations
02/19/19
Differential Equations
Determine whether the given differential equation is exact. If it is exact, solve it. (If it is not exact, enter NOT.)(tan x − sin x sin y) dx + cos x cos y dy = 0
Differential Equations
02/19/19
Differential equations
Find the general solution of the given differential equation.
xdy/dx+ 3y = x3 − x
Differential Equations
02/18/19
Help with the equation
let f(x)-9x^2-10. Write an equation for f(x+h)
Differential Equations
02/14/19
Mikaela has only nickels and dimes in her purse. There are 5 times as many dimes as nickels in her purse. The face value of the coins is $4.40. How many of each coin are in Mikaela's purse?
I don't know how to write the two equations needed to solve this
Differential Equations Maths
02/06/19
very hard maths question
a = b + 12 b = c + 4write an equation to show the relationship between c and a
Differential Equations Algebra 1
01/31/19
Andy, Bert and Calvin worked together repairing Andy's car. Bert worked twice as many hours as Calvin and Andy worked six hours more than Bert.
Altogether they worked 51 hours. How many hours did Andy work?
01/25/19
Joanna went school supply shopping.
The rest of the question:She spent $26.79 on notebooks and pencils. Notebooks cost $2.43 each and pencils cost $1.11 each. She bought a total of 17 notebooks and pencils. How many of each did she buy?
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Differential Equations
01/13/19
What is the equation for the line that passes through the points (-2,2) and (2,-8).
What is the equation for the line that passes through the points (-2,2) and (2,-8).
Differential Equations
01/08/19
$2 per bottle of soda and $3 per bag of chips. 10 items total = $24. How many bags of chips and how many bottles of soda was purchased
01/04/19
Label the statement as true or false. If false correct the underlined portion.
If 3<x, then 3+y<x+y
Differential Equations
01/02/19
The farmer has 34 animals and he counts 110 legs on these animals. Write the system of equations to find the number of each type of animal.
A Farmer raises chickens and cows. There are 34 animals in all. The farmer counts 110 legs on these animals. Write a system of equations to find the number of each type of animal.
Differential Equations Calculus
12/20/18
if dp/dx=11-2x and bep is known to be a production of 3000 what is the p as function of x
Differential Equations
12/12/18
Nataleigh's coin collection consists of dimes and quarters. There are 95 coins totaling in $12.35. How many dimes and how many quarters are there?
I don't know how to set up the problem itself.
Differential Equations
12/10/18
what is an equation of the line that is parallel to y=5x-7and passes through (1,11)
Differential Equations
12/10/18
What is the quotient of x and eight is thirteen
Writing equations what is the quotient of x and eight is thirteen
Differential Equations
12/06/18
Differential equation
X(dy/dx) - y=(x^p) +1, where x is a real number and is not 0. p is a positive integer, p>1. Solve the differential equation given that y=-1 when x=1. Give ans in form y=f(x)
Differential Equations
12/05/18
Show that if ycosx = e^x then (d^2 y/dx^2) - 2 tanx dy/dx - 2y = 0
Calculus: Differential Population Question
A population is modeled by the differential equation dP / dt = 1.2P (1 − P /5000)(a) For what values of P is the population increasing and for what values of P is the population decreasing? (b) If...
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Differential Equations
12/02/18
y'=x-y, y(0)=1. f(x)=x-1+2e^-x
use differentiation and substitution to show that the function y=f(x) is the exact solution of the initial value problem.
Differential Equations
12/02/18
Show that if ycosx = e^x then d^2y/dx^2 - 2 tanx dy/dx - 2y=0
Differential Equations
11/28/18
Find dy/dx if y=√1-tanx/√1+tanx
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