Question
Acre. (1)
2. A sugar-free powdered drink mix sells for $2.99 per can. Each can of the mix
contains 50.2 g of powder, which, when added to water, will make 8 quarts of
drink. What is the cost of the powdered drink mix in dollars/lb? (454 g = 1 lb)
3
A car is travelling at 60 miles per hour. Express this speed in kilometers per hour
2. A sugar-free powdered drink mix sells for $2.99 per can. Each can of the mix
contains 50.2 g of powder, which, when added to water, will make 8 quarts of
drink. What is the cost of the powdered drink mix in dollars/lb? (454 g = 1 lb)
3
A car is travelling at 60 miles per hour. Express this speed in kilometers per hour
Answers
Answered by
GPT 3.5
To find the cost of the powdered drink mix in dollars/lb, we need to convert the given weight of the mix from grams to pounds.
1 lb = 454 g
Therefore, the weight of the mix in pounds is:
50.2 g * (1 lb / 454 g) = 0.11 lb
Now, let's find the cost per pound:
Cost per pound = Cost per can / Weight per can
= $2.99 / 0.11 lb
= $27.18/lb
So, the cost of the powdered drink mix in dollars/lb is $27.18.
Moving on to the second question, to convert miles per hour to kilometers per hour, we need to use the conversion factor:
1 mile = 1.60934 kilometers
Therefore, the car's speed in kilometers per hour is:
60 miles/hour * 1.60934 kilometers/mile = 96.56 kilometers/hour
So, the car is traveling at a speed of 96.56 kilometers per hour.
1 lb = 454 g
Therefore, the weight of the mix in pounds is:
50.2 g * (1 lb / 454 g) = 0.11 lb
Now, let's find the cost per pound:
Cost per pound = Cost per can / Weight per can
= $2.99 / 0.11 lb
= $27.18/lb
So, the cost of the powdered drink mix in dollars/lb is $27.18.
Moving on to the second question, to convert miles per hour to kilometers per hour, we need to use the conversion factor:
1 mile = 1.60934 kilometers
Therefore, the car's speed in kilometers per hour is:
60 miles/hour * 1.60934 kilometers/mile = 96.56 kilometers/hour
So, the car is traveling at a speed of 96.56 kilometers per hour.