Felicia traveled 7 kilometers to school 1/10 of that time she walked and 9/10 of the distance she rode a bus.
A. How far did Felicia walk?
B. How fare did she ride?
I believe you stated the question incorrectly. It matters whether she spend 1/10 of the TIME walking or walked 1/10 of the DISTANCE.
The way you state it, she rode the bus 9/10 of the DISTANCE which would mean that she walked 1/10 of the distance. If she walked 1/10 of the time and covered 1/10 of the distance while doing so, she must have walked as fast as the bus, which is unlikely.
They probably want you to say she walked 0.7 km and rode the bus 6.3 km.
To determine how far Felicia walked and how far she rode, we need to find 1/10 and 9/10 of the total distance, which is 7 kilometers.
A. First, we calculate how far Felicia walked:
Distance walked = 1/10 * Total distance
Distance walked = 1/10 * 7 kilometers
Distance walked = 7/10 kilometers
Therefore, Felicia walked 7/10 kilometers.
B. Next, we calculate how far Felicia rode:
Distance rode = 9/10 * Total distance
Distance rode = 9/10 * 7 kilometers
Distance rode = 63/10 kilometers
Therefore, Felicia rode 63/10 kilometers.
To simplify the answer, we can convert the improper fraction to a mixed number:
Distance rode = 6 3/10 kilometers
Therefore, Felicia rode 6 3/10 kilometers.
To solve this problem, we need to know the total distance Felicia traveled, which is 7 kilometers. We also need to know the ratio of time she spent walking versus riding the bus, which is 1/10 walking and 9/10 riding.
A. To find out how far Felicia walked, we need to calculate 1/10 of the total distance. Let's multiply 7 kilometers by 1/10:
Distance walked = 7 kilometers * 1/10 = 7/10 kilometer = 0.7 kilometer
Therefore, Felicia walked 0.7 kilometer.
B. To find out how far Felicia rode the bus, we need to calculate 9/10 of the total distance. Let's multiply 7 kilometers by 9/10:
Distance rode = 7 kilometers * 9/10 = 63/10 kilometers = 6.3 kilometers
Therefore, Felicia rode 6.3 kilometers.