this is a simple question that requires a little bit of substitution. before making hte 2 equations, we need to define our two unknowns, so let x= cost of pens y= cost of pencils therefore 15x + 20y= 20x = 15y -5x = -5y therefore x=y Hence, the cost of the pens and the pencils is the same.
Costs 70p
5.75/25 = £0.23
$1.12
I'll represent the cost of a pencil by the variable p.12p=1.44p=1.44/12p=0.12So 4 pencils would cost:4p=0.12*44p=0.48
Markers are .50cents each Pencils are .15 cents each
Costs 70p
5.75/25 = £0.23
The cost of p pencils is 20p.
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$1.12
If pencils cost 0.26 each could you buy four pencils with 1.00?
12 x 10 = 120 cents (Or 1 dollar 20 cents.)
Eighteen pencils !
I'll represent the cost of a pencil by the variable p.12p=1.44p=1.44/12p=0.12So 4 pencils would cost:4p=0.12*44p=0.48
About 50p i think that it costs £1.50 The average cost doesn't even count here and doesn't come close to the cost of our electricity bill. If we compare $1.5-2.2 as average cost of a wind turbine, then just compare it to the av. cost of your electricity bill!
Markers are .50cents each Pencils are .15 cents each
p/4