Question

we derived the kinematic equations by solving the differential equations dv/dt = a, dr/dt= v under...

we derived the kinematic equations by solving the differential equations dv/dt = a, dr/dt= v under what condition?

Homework Answers

Know the answer?
Your Answer:

Post as a guest

Your Name:

What's your source?

Earn Coins

Coins can be redeemed for fabulous gifts.

Not the answer you're looking for?
Ask your own homework help question
Similar Questions
Obtain the kinematic equations for constant acceleration by making use of: - the initial conditions -...
Obtain the kinematic equations for constant acceleration by making use of: - the initial conditions - the definitions of velocity and acceleration as derivatives: v=dx/dt, a=dv/dt - and the Fundamental Theorem of Calculus. You should use the instantaneous kinematic quantities defined by calculus and the anti derivatives for obtaining the equations of motion at constant acceleration: Ex: a=dv/dt, dv=adt, v=at+C, at t=0 v=v0 so v=v0+at, and so on. PLEASE SHOW ALL WORK.
On question 37 in 2.5 of A First Course in Differential Equations with Modeling Applicatiosn 11th...
On question 37 in 2.5 of A First Course in Differential Equations with Modeling Applicatiosn 11th edition, how do we decide that the substitution to use is u=v^(1-n)? In general, how do we decide what to substitute when solving differential equations or using Bernoulli's equation?
Differential Equations problem Given the equation - dP / dt = kP(M - P) - h...
Differential Equations problem Given the equation - dP / dt = kP(M - P) - h where k, h, and M are constant real numbers and P is population as a function of time t, with the initial condition P(0) = Po, find the solution for P(t). Show your work and enough steps so another student can understand the solution.
Initial value problem : Differential equations: dx/dt = x + 2y dy/dt = 2x + y...
Initial value problem : Differential equations: dx/dt = x + 2y dy/dt = 2x + y Initial conditions: x(0) = 0 y(0) = 2 a) Find the solution to this initial value problem (yes, I know, the text says that the solutions are x(t)= e^3t - e^-t and y(x) = e^3t + e^-t and but I want you to derive these solutions yourself using one of the methods we studied in chapter 4) Work this part out on paper to...
DIFFERENTIAL EQUATIONS 1. Find the maximum charge, Q, that can be stored in a capacitor of...
DIFFERENTIAL EQUATIONS 1. Find the maximum charge, Q, that can be stored in a capacitor of an RLC circuit connected in series to a 300 V voltage source, if it is known that L= 5/3 H, R=10 ohms, C =1/30 F. Furthermore, we have that Q(0)=0 C, and i(0)=0 A. Remember that the current i (t) = dQ / dt
Use C++ in Solving Ordinary Differential Equations using a Fourth-Order Runge-Kutta of Your Own Creation Assignment:...
Use C++ in Solving Ordinary Differential Equations using a Fourth-Order Runge-Kutta of Your Own Creation Assignment: Design and construct a computer program in C++ that will illustrate the use of a fourth-order explicit Runge-Kutta method of your own design. In other words, you will first have to solve the Runge-Kutta equations of condition for the coefficients of a fourth-order Runge-Kutta method.   See the Mathematica notebook on solving the equations for 4th order RK method.   That notebook can be found at...
1) If u and v are orthogonal unit vectors, under what condition au+bv is orthogonal to...
1) If u and v are orthogonal unit vectors, under what condition au+bv is orthogonal to cu+dv (where a, b, c, d are scalars)? What are the lengths of those vectors (express them using a, b, c, d)? 2) Given two vectors u and v that are not orthogonal, prove that w=‖u‖2v−uuT v is orthogonal to u, where ‖x‖ is the L^2 norm of x.
Please only use the following kinematic equations: v=vnot+at x=xnot+vnot(t)+1/2at^2 v^2=vnot^2+2a(deltax) (deltax)=(v+vnot/2)(t) A baseball player throws a...
Please only use the following kinematic equations: v=vnot+at x=xnot+vnot(t)+1/2at^2 v^2=vnot^2+2a(deltax) (deltax)=(v+vnot/2)(t) A baseball player throws a 550.-gram ball straight up with an initial velocity of 28.0 m/s. (ignore air resistance) a) Find maximum height reached by the ball. b) At what time (after ball is thrown) does the ball return past its starting position? c) Find the ball's displacement and velocity 3.70s after the ball is thrown. Specify whether the velocity is upward or downward.
What are Singular solutions in differential equations.. How to find them.Can we find them using the...
What are Singular solutions in differential equations.. How to find them.Can we find them using the general solution. Could you give me a explanation
Imagine we have a force per unit mass of f(x,v) = q(x)p(v). How would you go...
Imagine we have a force per unit mass of f(x,v) = q(x)p(v). How would you go about solving for the connection between the v and the x of an object moving under this force law? If the object starts at rest at x=0, what will be its v(x) if the the force law is f(x,v) = Ax {nevermind the time}
ADVERTISEMENT
Need Online Homework Help?

Get Answers For Free
Most questions answered within 1 hours.

Ask a Question
ADVERTISEMENT