The directions on a bottle of vinegar say,"mix 1 cup of vinegar with 1 gallon of water to make a cleaning solution." The ratio of vinegar to water is 1 to 16.

PART A -how many cups of water should be mixed with 1/4 cup of vinegar to make of cleaning solution? PART B -how many fluid ounces of vinegar should be mixed with 80 fluid ounces of water to make the cleaning solution? PART C -the bottle contains 1 quart of vinegar. what is the total number of quarts of cleaning solution that can be made using the entire bottle of vinegar? PART D -a spray bottle holds up to 1 cup of the cleaning solution. When the spray bottle is full, what fraction of the cleaning solution is vinegar?

Question

27-04-2015
Mathematics

Answered

The directions on a bottle of vinegar say,"mix 1 cup of vinegar with 1 gallon of water to make a cleaning solution." The ratio of vinegar to water is 1 to 16.

PART A -how many cups of water should be mixed with 1/4 cup of vinegar to make of cleaning solution? PART B -how many fluid ounces of vinegar should be mixed with 80 fluid ounces of water to make the cleaning solution? PART C -the bottle contains 1 quart of vinegar. what is the total number of quarts of cleaning solution that can be made using the entire bottle of vinegar? PART D -a spray bottle holds up to 1 cup of the cleaning solution. When the spray bottle is full, what fraction of the cleaning solution is vinegar?

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JaySL JaySL · Answer 1 · 2015-04-27T15:26:01-04:00

AGiven a 1:16 vinegar to water ratio, 1/4 cups of water would lead to 1/4*16=4 cups of water.

B. Using the same ratio, 80/16=5 fluid ounces of vinegar.

C. Again, using the ratio, 16 quarts of water will be added. This plus the quart of vinegar is a total of 17 quarts.

D. 1:16 is the vinegar to water ratio. Thus, for every 1 unit of vinegar, there will be 1+16=17 total units. Thus, the fraction is 1/17. Note that the spray bottle does not necessarily need to be full for this solution to work.