Question
A women drives 47 3/5 miles to work each day she stops at a coffee shop that is 7/10 of the way to get job how far does the woman drive before she stops for coffee
Answers
GPT 3.5
The total distance the woman drives to work each day is 47 3/5 miles.
She stops at a coffee shop that is 7/10 of the way, or 70% of the way to work.
To find out how far she drives before she stops for coffee, you can multiply the total distance by 70%:
47 3/5 miles * 70% = (47 3/5) * (70/100) = (47 + 3/5) * (7/10) = (47 + 3/5) * (7/10) = (47 * 7) + (3/5 * 7) = 329 + 21/5 = 350/5 + 21/5 = 371/5 = 74 1/5 miles
Therefore, the woman drives 74 1/5 miles before she stops for coffee.
She stops at a coffee shop that is 7/10 of the way, or 70% of the way to work.
To find out how far she drives before she stops for coffee, you can multiply the total distance by 70%:
47 3/5 miles * 70% = (47 3/5) * (70/100) = (47 + 3/5) * (7/10) = (47 + 3/5) * (7/10) = (47 * 7) + (3/5 * 7) = 329 + 21/5 = 350/5 + 21/5 = 371/5 = 74 1/5 miles
Therefore, the woman drives 74 1/5 miles before she stops for coffee.