Asked by jasmine20
how do i write the equations so i can solve it i will do the solving but help me out with the equation please.for the following:
Four pencils and five pens cost$2.00. THree pencils and four pens cost $1.58. Find the cost fo a pencil and the cost of a pen.
and then also for this one:
Together, a stakeboard and a bicycle cost $199.00. THe skateboard cost $51.00 less than the bicycle. How much does each cost.
Ok..Number 1
let P represent the pencils and N represent the pens
So
4P + 5N = 2.00
3P + 4N = 1.58
nUMBER 2
let x represent the cost of the bicycle
so
The equation is
x + x - 51= 199
Hope i helped... link me if u need nemore help
x=pencils
y=pen
==============
4x+5y=2.00
3x+4y=1.48
solve for x and y
S+B=199.00
S=B+51
==============
solve for S and B
For Problem #1
I get
x= 0.20
y = 0.24
for problem #2
I get
s=125
b=74
Four pencils and five pens cost$2.00. THree pencils and four pens cost $1.58. Find the cost fo a pencil and the cost of a pen.
and then also for this one:
Together, a stakeboard and a bicycle cost $199.00. THe skateboard cost $51.00 less than the bicycle. How much does each cost.
Ok..Number 1
let P represent the pencils and N represent the pens
So
4P + 5N = 2.00
3P + 4N = 1.58
nUMBER 2
let x represent the cost of the bicycle
so
The equation is
x + x - 51= 199
Hope i helped... link me if u need nemore help
x=pencils
y=pen
==============
4x+5y=2.00
3x+4y=1.48
solve for x and y
S+B=199.00
S=B+51
==============
solve for S and B
For Problem #1
I get
x= 0.20
y = 0.24
for problem #2
I get
s=125
b=74
Answers
Answered by
amanda
dentify the information that is needed to solve the problem.
A store has a special offer on a pack of 12 pencils, 4 pens, and 8 colored markers. The special price is $12.50 for the pack. What fraction of the tools are pencils?
A store has a special offer on a pack of 12 pencils, 4 pens, and 8 colored markers. The special price is $12.50 for the pack. What fraction of the tools are pencils?
Answered by
Yasmin
5 pens and pencils cost $55.00 and 3 pens and 5 pencils cost $41.00. Find the cost for 4 pens and 3 pencils
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