SOLUTION: http://oi53.tinypic.com/a5bzpc.jpg <-- This is the 5step guide
http://oi51.tinypic.com/30jtohz.jpg <-- this is the question.
I need to see how to solve it Plus answer.
Good so
Algebra.Com
Question 374494: http://oi53.tinypic.com/a5bzpc.jpg <-- This is the 5step guide
http://oi51.tinypic.com/30jtohz.jpg <-- this is the question.
I need to see how to solve it Plus answer.
Good solution for how I got the answer.
Also I have another problem that is..
The positive numbers, the negative numbers, and zero make up the ________ Numbers.
Answer by jim_thompson5910(35256) (Show Source): You can put this solution on YOUR website!
Step 1)
We know that together they have $360 and that John has twice as much as Peter. We want to find the individual amounts of money.
------------------------------------------------
Step 2)
Let J = amount of money that John has and P = amount of money Peter has
------------------------------------------------
Step 3)
Since "John has twice as much money as Peter", we know that John's dollar amount is equal to 2 times Peter's dollar amount. So the first equation is .
Also, since we know that "together they have $360", this means that the sum of their money is 360. So the second equation is
------------------------------------------------
Step 4)
Start with the second equation.
Plug in
Combine like terms on the left side.
Divide both sides by to isolate .
Reduce.
So Peter has $120
Go back to the first equation
Plug in
Multiply
So John has $240
------------------------------------------------
Step 5)
Check:
Notice how John's dollar amount is twice that of Peter's.
Also, notice how the sum of their money is: 240+120 = 360, so this verifies the second condition.
So this verifies the answer.
============================================
The positive numbers, the negative numbers, and zero make up the real Numbers.
RELATED QUESTIONS
http://media.education2020.com/EVresources/2004-02-04-05-00_files/i0130000.jpg
The... (answered by Alan3354)
Referring to the figure, given
triangle JKL∼triangle RST, find KL... (answered by Edwin McCravy)
Hey guys, need some help...heres the problem in link 1:... (answered by edjones)
Referring to the Figure, find the tangent of angle R. Reduce the answer to the lowest... (answered by Alan3354)
Referring to the Figure, find the sine of angle S. Reduce the answer to the lowest... (answered by Alan3354)
Referring to the Fig. Find the sine of angle S. Reduce the answer to the lowest terms.... (answered by Alan3354)
Referring to the figure, find the tangent of angle S. Reduce the answer to the lowest... (answered by Alan3354)
Referring to the Figure, find the cosine of angle S. Reduce the answer to the lowest... (answered by Alan3354)
Referring to the figure, find the cosine of angle S.
Reduce the answer to the lowest... (answered by Alan3354)