Jasmine needs to make a bouquet of 24 yellow and orange carnations. The ratio of yellow carnations to all of the carnations must be 1 to 3. She determines that she will need 8 orange carnations for the bouquet. Which statement correctly describes her error?
Answers
Given : Jasmine needs to make a bouquet of 24 yellow and orange carnations. The ratio of yellow carnations to all of the carnations must be 1 to 3. She determines that she will need 8 orange carnations for the bouquet.
To Find : Which statement correctly describes her error?
She did not include enough orange carnations. She thought the ratio of orange carnations to all carnations was 1 to 3.
She included too many orange carnations. If 1 of the 3 flowers is yellow, then 2 must be orange.
She did not include enough orange carnations. If 1 of the 24 flowers is yellow, then 23 must be orange.
She included too many orange carnations. She thought the ratio of orange carnations to yellow carnations was 1 to 3.
Solution :
ratio of yellow carnations to all of the carnations must be 1 to 3.
=> ratio of orange carnations to all of the carnations must be 2 to 3.
Total = 24
yellow carnations = (1/3)24 = 8
Orange carnations = (2/3)24 = 16
Correct Answer is :
She did not include enough orange carnations. She thought the ratio of orange carnations to all carnations was 1 to 3.
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Answer 1/3
Jasmine needs to make a bouquet of 24 yellow and orange carnations. The ratio of yellow carnations to all of the carnations must be 1 to 3. She determines that she will need 8 orange carnations for the bouquet. Which statement correctly describes her error?