Algebra Word Problems
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Algebra Word Problems

[From: ] [author: ] [Date: 12-10-19] [Hit: ]
05(2q)+.25q2.8=.1q+.25q2.8=.......
n =2q

And they equal $2.80 so:
2.8=.05n+.25q

And input:
2.8=.05(2q)+.25q
2.8=.1q+.25q
2.8=.35q
q=8

4) There are 6 more quarters than nickels.
n+6=q

5.70=.05n+.25q

Input the first equation into the second:
5.70=.05n +.25(n+6)
5.70=.05n+.25n+1.5
5.70=.30n+1.5
4.20=.30n
n=14

5) 63 visors were bought and plain and logo visors were sold so:
63=p+l

A total of 350 was earned so:
360=5p+6l

Re-arrange the first equation to solve for p.
l=63-p

Input into second equation:
360=5p+6(63-p)
360=5p+378-6p
360=-p+378
-18=-p
p=18

6) 25 fruit were sold all together so:
25=p+o

They earned $6.00 from the oranges and peaches combined.
6.00=.20p+.30o

Re-arrange to solve for peaches:
o=25-p

6.00=.20p+.30(25-p)
6.00=.20p+7.5-.30p
6.00=(-.1)p+7.5
-1.5=(-.1)p
p=15

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Too many questions. I'll try to explain though.
Basically in 1, there are 36 dimes and quarters. Let x represent the number of dimes. Therefore, 36-x=the number of quarters.
To find the number of dimes for 1, what you do is solve for .10(value)(x)(this is the total value of the dimes)+.25(value(36-x)(this is the total value of the quarters)=4.80. So, .10x+.25(36-x)=4.80. Just solve for x, which represents the number of dimes and you'll get your answer. If you need the cost, just switch the roles(which is variable and which isn't).

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You are much better off asking these individually. Not many people are going to want to sit here and answer 6 questions, all basically on the same subject.

Here's the first one.

-.10(x + y = 36)

-.10x - .10y = -3.60
.10x + .25y = 4.80
---------------------------
.15y = 1.20
y = 1.20 / .15
y = 8
y was the quarters and we wanted x.
x + y = 36
x + 8 = 36
x = 28
28 Dimes.
12
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