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shafiqa ali Posted on May 04, 2018
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Find the general solution to laplace equation in spherical coordinates for the case where V depends only r

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Scott Braithwaite

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  • Posted on Aug 09, 2018
Scott Braithwaite
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I'm more than sure that you made a mistake in the question, because in modern textbooks there is no such equation, there may be some other conditions for implementation. It is better for you to turn to professionals from Studydaddy there leading mathematicians of the world help to find answers to the most inquisitive questions!

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Related Questions:

0helpful
1answer

How to solve equations with calculator

I'm not sure which calculator you are using, but the website desmos.com can be used as an online calculator. You would enter the two lines and where they intersect, it will tell you the coordinates.

Doing it manually, you could use the elimination or substitution method.

By the elimination method:

x + y = 7 (1)
x + 2y = 11 (2)
------------------
0 - y = -4 subtracting (2) from (1)
y = 4
Substituting into (1) x + 4 = 7

x = 3 After subtracting 4 from both sides

Checking in the second equation
LS RS
3 + 2 (4) 11
3 + 8 11
11 11
LS = RS
QED

Good luck,

Paul
Mar 08, 2018 • Homework
0helpful
1answer

Select all of the following scenarios that can be modeled by the equation 5x+7=45

5x + 7 = 45
5x = 45 -7
5x = 38
X = 38/5 = 7 3/5 or in decimal
X = 7.6
Or this could be a straight line equation of y = mx + c
Were y = 45 m = 5 = gradient of 5. Through the point of origin c = 7 at x =0
Question not specific enough
What topic are you doing?
Feb 26, 2018 • Homework
0helpful
1answer

Find an equation of the line that has a slope of 2 and a y intercept of -3

A straight line can be written in the form y=mx+b, where m is the slope and b is the y-intercept.

In this case, we are given the slope (2) and the y-intercept (-3).

y=2x-3

Good luck,

Paul
Nov 19, 2017 • Homework
0helpful
1answer

The equation of the straight line PQ is 3-2kx+k+1=12,calculate,in each case,the numerical value of k if the line PQ is parrallel to the line y=4x+7;is perpendicular to the line y=4x+7;

that sounds like a problem about "slopes" so I am looking at using the derivative, which is basically the slope of the graph.
- the equation of line PQ can be simplified to y(x) = -2kx + k -8
- derivative relative to X (k is a constant) gives you -2k
- derivative of y(x) = 4x + 7 relative to x gives you 4

if the lines are parallel then the slopes are equal:
-2k=4 gives you k = -2 => your function becomes y = 4x - 8

if the lines are perpendicular the two slopes multiplied together give you -1:
-2k * 4 = -1 gives you k=1/8 => function becomes y = -1/4x - 7/8 or in other words y = -(2x+7)/8

I have made graphic representation and it looks to be correct.
I hope it makes sense.
Apr 12, 2017 • Homework
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1answer

The equation of the straight line PQ is (3-2k)x+(k+1)=12,calculate,in each case,the numerical value of k

I think you are missing some information in the question. Please provide the complete question.
Apr 12, 2017 • Homework
0helpful
1answer

8m - 6 =2(4m -

8m - 6 =2(4m - ????
You are trying to fetch the common part from the equation.
Let's know what is 2 here? It is the common part right?
Now dividing 2 from 8 and 6.
What the process left behind??
It is - 4 and 3

So the final equation you are looking for is:
8m-6=2(4m-3)

Reference - Algebra Tutor - https://www.tutoreye.com/online-tutors/Algebra
Mar 26, 2017 • Homework
0helpful
2answers

If you make $100 every 10 minutes, how long will it take to make $5000?

500 minutes.If this is homework, be sure to show your work.
Jan 04, 2017 • Homework
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