A. Incorrect! Review the customary unit equivalences. B. Incorrect! Review the customary unit equivalences.
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1 Pre-Algebra - Problem Drill 19: Measurement and Conversion Question No. 1 of A family uses 5 gallons of orange juice each month. Find the number of pints of orange juice the family uses in a month. Question #01 (A) 2.5 (B) 10 (C) 20 (D) 40 (E) None of the above D. Correct! You combined two equivalences to find the correct answer. Use 1 quart = 2 pints and 1 gallon = 4 quarts to solve the problem. 2 pints 4 quarts 8 pints = 1quart 1gallon 1 gallon 8pints 5 gallons = 5 8 pints 1 gallon = 40 pints The correct answer is (D).
2 Question No. 2 of Henry has 750 milliliters of water in his water bottle. How many liters of water does Henry have in the water bottle? Question #02 (A) 0.75 (B) 7.5 (C) 75 (D) 7,500 (E) 750,000 A. Correct! You used the appropriate conversion factor to find the correct answer. Review the metric unit conversion factors. Review the metric unit conversion factors. Review the metric unit conversion factors. Review the metric unit conversion factors. Use 1 liter = 1,000 milliliters (or 1 ml = L) to find the answer. 1 L ml = L 1,000 ml 1,000 = 0.75 L The correct answer is (A).
3 Question No. 3 of Which type of measurement deals with the duration of an event? Question #03 (A) length (B) temperature (C) time (D) volume (E) weight Review the definitions for the different types of measurement. Review the definitions for the different types of measurement. C. Correct! Time is the measure of the duration of an event. Review the definitions for the different types of measurement. Review the definitions for the different types of measurement. Time is the measure of the duration of an event. The correct answer is (C).
4 Question No. 4 of The high temperature in Grantville today was 34 C. What was the high temperature in degrees Fahrenheit? Question #04 (A) 1.1 (B) 3.6 (C) 36.7 (D) 50.9 (E) 93.2 Review the conversion formulas for temperature conversion. Review the conversion formulas for temperature conversion. Review the conversion formulas for temperature conversion. Review the conversion formulas for temperature conversion. E. Correct! You used the correct conversion formula to find the answer. Use the formula to convert degrees Celsius to Fahrenheit. F = = 9 C = = 93.2 The correct answer is (E).
5 Question No. 5 of A midsize car weighs 3,500 pounds. How many tons does the car weigh? Question #05 (A) 3.5 (B) 1.75 (C) 1.33 (D) 0.57 (E) 0.29 B. Correct! You used the correct conversion factor to solve the problem. Use 1 ton = 2,000 pounds to solve the problem. 1ton 3,500 3, 500 pounds = tons 2,000 pounds 2,000 = 1.75 tons The correct answer is (B).
6 Question No. 6 of Aiden weighed 7 pounds 6 ounces at birth. What was his weight in kilograms? Question #06 (A) 0.17 (B) 3.15 (C) 3.32 (D) (E) Review the customary to metric equivalences. Review the customary to metric equivalences. C. Correct! You used the correct equivalences to solve the problem. Review the customary to metric equivalences. Review the customary to metric equivalences. Use 1 ounce grams and 1 pound 0.45 kilograms to solve the problem g 1 kg oz = kg 1 oz 1,000 g 1, = kg 1, kg 0.45 kg 7 lb = kg 1lb = 3.15 kg 7 lb 6 oz 3.32 kg The correct answer is (C).
7 Question No. 7 of Lauren bought a 1 L bottle of hand lotion. She poured 150 ml of the lotion into a separate container to carry in her purse. How much lotion was left in the original bottle? Question #07 (A) 0.85 ml (B) 50 ml (C) 140 ml (D) 500 ml (E) 850 ml Use conversion factors to get the measurements in the same unit then subtract. Use conversion factors to get the measurements in the same unit then subtract. Use conversion factors to get the measurements in the same unit then subtract. Use conversion factors to get the measurements in the same unit then subtract. E. Correct! You used the correct conversion factor to solve the problem. Use 1 L = 1,000 ml to solve the problem. 1,000 ml 150 ml = 850 ml The correct answer is (E).
8 Question No. 8 of The dimensions of a wall are 10 feet by 23 feet. What is the area of the wall? Area = length width Question #08 (A) 33 feet (B) 33 square feet (C) 33 cubic feet (D) 230 feet (E) 230 square feet Use the given formula to find the area of the wall. Use the given formula to find the area of the wall. Use the given formula to find the area of the wall. Use the given formula to find the area of the wall. E. Correct! You correctly applied the formula and dimensional analysis to solve the problem. Use the given formula and dimensional analysis to solve the problem. 10 ft 23 ft = 230 sq. ft The correct answer is (E).
9 Question No. 9 of Mrs. Mitchell bought 10 pounds of rice. She wants to separate it into 12-ounce bags for better storing. How many 12-ounce bags will Mrs. Mitchell need to store all of the rice? Question #09 (A) 1 (B) 2 (C) 13 (D) 14 (E) 22 Review the conversion factor for pounds and ounces. Review the conversion factor for pounds and ounces. Review the conversion factor for pounds and ounces. D. Correct! You used the appropriate conversion factor and then divided to solve the problem. Review the conversion factor for pounds and ounces. Use 1 pound = 16 ounces and divide to solve the problem. 16 oz 10 lb = oz 1lb = 160 oz 160 oz 12 oz = 160 oz 12 oz 13.3 Since you cannot have a fraction of a bag, round the answer up to the next whole number. Mrs. Mitchell needs 14 bags. The correct answer is (D).
10 Question No. 10 of Francine paid $10.50 to bowl 6 games with her friends. What is the unit cost per game? Question #10 (A) $1.75 (B) $4.50 (C) $10.50 (D) $16.50 (E) $63.00 A. Correct! You divided both quantities by the second number to solve the problem. Find the unit rate by dividing both quantities in a rate by the second number. Find the unit rate by dividing both quantities in a rate by the second number. Find the unit rate by dividing both quantities in a rate by the second number. Find the unit rate by dividing both quantities in a rate by the second number. Find the unit rate by dividing both quantities in a rate by the second number. $10.50 $ = 6games 6 6 $1.75 = 1game = $1.75 per game The correct answer is (A).
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