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Cory has $24 more dollars than twice as much as Stan. Together they have $150. How much money does each have?

2007-03-05 12:52:21 · 12 answers · asked by Anonymous in Education & Reference Homework Help

12 answers

Stan has $42 and Cory has $108

you figure it out by algebra. Cory has 24+2*stan. Cory+Stan=$150. So $150=$24+3*stan(two come from cory plus stans amount). You solve for Stan first but subtracting 24 from 150 to get $126, then you divide by 3 to get $42 for Stan's amount. Then you plug $42 into the formula and you get the answer.

2007-03-05 13:00:12 · answer #1 · answered by j12bash 2 · 0 0

Let, stan have X dollars.
then, cory have = 2X+24 dollars
According to problem

X+(2X+24)= 150
3X + 24 = 150
3X = 150 - 24
X = 126/3
hence, X = 42.

so, cory have $108.
and, stan have $42.


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2007-03-05 13:07:26 · answer #2 · answered by Anonymous · 0 0

cory has 2x+24 dollars, if x=stans money
so, (cory) +(stan)=150
(2x+24)+(x)=150
2x+24+x=150
3x+24=150
3x=150-24
3x=126
x=126/3
x=42
then go back to your original two equations for each persons amount of money. stan has x dollars (42) and cory has 2x+24 dollars (2*42+24=108)
so stan has 42 and cory has 108.

2007-03-05 13:34:26 · answer #3 · answered by superman 3 · 0 0

ok. so cory has 108 and stan has 42. because 42 + 42 +24 = 108. + 42= 150.

2007-03-05 13:00:38 · answer #4 · answered by Anonymous · 0 0

You would find the equations to be 2s+24=c and c+s=150 and then you would solve by substituting 2s+24 into the other equation getting 2s+24+s=150 then simplify to 3s=126 and then s = 42 and c=108

2007-03-05 13:02:59 · answer #5 · answered by Anthony L 3 · 0 0

stan has $42 Cory has $108

2007-03-05 12:55:29 · answer #6 · answered by Lucy 2 · 0 0

$42 and $108 is the correct answer.

(2x+24)+(x)= 150

3x=126

x=42

2x+24=108

2007-03-05 13:01:27 · answer #7 · answered by xYepThat'sMe!x 1 · 0 0

cory= $108
Stan=$42

2007-03-05 12:56:34 · answer #8 · answered by AFGbrunette 2 · 0 0

87 and 63
150-24=126/2= 63
then 63 +24=87
87+63=150

2007-03-05 12:56:00 · answer #9 · answered by EE 2 · 0 2

$99 and $51.

2007-03-05 12:56:10 · answer #10 · answered by Anonymous · 0 1

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