Question
doug digs a hole that is 1 7/10 feet below ground level. he plantes a bush that is 3 1/5 feet tall from the bottom of the root to the top branch
Answers
GPT 3.5
To find the total height of the bush above ground level, we need to add the depth of the hole to the height of the bush.
Depth of the hole: 1 7/10 feet
Height of the bush: 3 1/5 feet
To add these two values, we first need to convert them to a common fraction.
Depth of the hole: 1 7/10 = (10*1 + 7)/10 = 17/10
Height of the bush: 3 1/5 = (5*3 + 1)/5 = 16/5
Now, we can add these fractions to find the total height of the bush above ground level.
Total height = Depth of the hole + Height of the bush
= 17/10 + 16/5
= (17*5 + 16*10)/(10*5)
= (85 + 160)/50
= 245/50
So, the total height of the bush above ground level is 245/50 feet.
Depth of the hole: 1 7/10 feet
Height of the bush: 3 1/5 feet
To add these two values, we first need to convert them to a common fraction.
Depth of the hole: 1 7/10 = (10*1 + 7)/10 = 17/10
Height of the bush: 3 1/5 = (5*3 + 1)/5 = 16/5
Now, we can add these fractions to find the total height of the bush above ground level.
Total height = Depth of the hole + Height of the bush
= 17/10 + 16/5
= (17*5 + 16*10)/(10*5)
= (85 + 160)/50
= 245/50
So, the total height of the bush above ground level is 245/50 feet.
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