Generally in marketing, it is the cost per 1000 on a production run.
The cost ( c ) of a ride of ( m ) miles can be represented by the equation ( c = a + b \cdot m ), where ( a ) is the base fare and ( b ) is the cost per mile. For example, if the base fare is $3 and the cost per mile is $2, the equation would be ( c = 3 + 2m ). This equation calculates the total cost based on the distance traveled.
To find the cost of ( m ) centimeters at a price of ( p ) per meter, first convert centimeters to meters by noting that ( 1 ) meter equals ( 100 ) centimeters. Thus, ( m ) centimeters is equal to ( \frac{m}{100} ) meters. The cost can then be calculated as ( \text{Cost} = \frac{m}{100} \times p ). Therefore, the total cost is ( \frac{m \cdot p}{100} ).
"Per m squared" refers to a measurement expressed as "per square meter," commonly used in various contexts such as real estate, construction, and environmental science. It indicates a rate or density, such as cost, weight, or concentration, relative to an area of one square meter. For example, a price of $100 per m² means that the cost is $100 for each square meter of space.
(13m x 17m) x (27.80/m^2) = 6,143.80
100 cm = 1 m → 65 cm = 65 ÷ 100 m = 0.65 m → Fabric costs 0.65 m × $4.20/m = $2.73 Stuffing costs $0.70 Total cost: $2.73 + $0.70 = $3.43
84
for 1m cost is 16 p for 3.5 m ,cost will be 3.5 * 16 = 56 p
Let's say you drive on an average "M" miles per month and you car travels on average "m" miles per gallon and the average price of gasoline is "p" per gallon, then the avaerage cost of gasoline for one month is (M x p)/m
15 Pence
Watch closely . . .Total cost of 'm' gallons, purchased at the unit cost of $1.45 per gallon, is [ 1.45 m ] .
The cost ( c ) of a ride of ( m ) miles can be represented by the equation ( c = a + b \cdot m ), where ( a ) is the base fare and ( b ) is the cost per mile. For example, if the base fare is $3 and the cost per mile is $2, the equation would be ( c = 3 + 2m ). This equation calculates the total cost based on the distance traveled.
cost of RCC m thirty per meter cube
To find the cost of ( m ) centimeters at a price of ( p ) per meter, first convert centimeters to meters by noting that ( 1 ) meter equals ( 100 ) centimeters. Thus, ( m ) centimeters is equal to ( \frac{m}{100} ) meters. The cost can then be calculated as ( \text{Cost} = \frac{m}{100} \times p ). Therefore, the total cost is ( \frac{m \cdot p}{100} ).
"Per m squared" refers to a measurement expressed as "per square meter," commonly used in various contexts such as real estate, construction, and environmental science. It indicates a rate or density, such as cost, weight, or concentration, relative to an area of one square meter. For example, a price of $100 per m² means that the cost is $100 for each square meter of space.
830sq.m x (140/m) x (140/m)=16268000
(13m x 17m) x (27.80/m^2) = 6,143.80
100 cm = 1 m → 65 cm = 65 ÷ 100 m = 0.65 m → Fabric costs 0.65 m × $4.20/m = $2.73 Stuffing costs $0.70 Total cost: $2.73 + $0.70 = $3.43