which price represents the lowest cost per meter of ribbon?
A. 5 meters of ribbon for $1.25
B. 10 meters of ribbon for $3.19
C. 15 meters of ribbon for $1.95
D. 20 meters of ribbon for $5.99
To find the lowest cost per meter of ribbon, we need to divide the total cost by the number of meters.
A. $1.25 ÷ 5 meters = $0.25 per meter
B. $3.19 ÷ 10 meters = $0.319 per meter
C. $1.95 ÷ 15 meters = $0.13 per meter
D. $5.99 ÷ 20 meters = $0.2995 per meter
Therefore, the lowest cost per meter of ribbon is option C: 15 meters of ribbon for $1.95.
To determine the lowest cost per meter of ribbon, we need to calculate the cost per meter for each option.
A. 5 meters of ribbon for $1.25:
Cost per meter = $1.25 / 5 meters = $0.25 per meter
B. 10 meters of ribbon for $3.19:
Cost per meter = $3.19 / 10 meters = $0.319 per meter
C. 15 meters of ribbon for $1.95:
Cost per meter = $1.95 / 15 meters = $0.13 per meter
D. 20 meters of ribbon for $5.99:
Cost per meter = $5.99 / 20 meters = $0.2995 per meter
From the given options, the lowest cost per meter of ribbon is in option C with 15 meters of ribbon for $1.95, which is $0.13 per meter.
To determine the lowest cost per meter of ribbon, we need to divide the price by the number of meters for each option.
Let's calculate the cost per meter for each option:
A. 5 meters of ribbon for $1.25: $1.25 / 5 = $0.25 per meter
B. 10 meters of ribbon for $3.19: $3.19 / 10 = $0.319 per meter
C. 15 meters of ribbon for $1.95: $1.95 / 15 = $0.13 per meter
D. 20 meters of ribbon for $5.99: $5.99 / 20 = $0.2995 per meter
Now, we can see that the lowest cost per meter of ribbon is option C, where you would get 15 meters of ribbon for $1.95, which equals $0.13 per meter.