Let's break down the calculations step-by-step:
-
Distance ridden on Monday: Luca rode 8 kilometers.
-
Distance ridden on Tuesday:
- He rode 20% farther than on Monday.
- To find 20% of 8 kilometers: \[ 20% , of , 8 = 0.20 \times 8 = 1.6 , kilometers \]
- Therefore, the distance he rode on Tuesday is: \[ 8 + 1.6 = 9.6 , kilometers \]
-
How many more kilometers did Luca ride his bicycle on Tuesday? \[ 9.6 - 8 = 1.6 , kilometers \]
-
Distance ridden on Wednesday:
- He rode 10% farther than on Tuesday.
- To find 10% of 9.6 kilometers: \[ 10% , of , 9.6 = 0.10 \times 9.6 = 0.96 , kilometers \]
- Therefore, the distance he rode on Wednesday is: \[ 9.6 + 0.96 = 10.56 , kilometers \]
-
How many more kilometers did Luca ride his bicycle on Wednesday? \[ 10.56 - 9.6 = 0.96 , kilometers \]
Now, summarizing the answers:
-
How many more kilometers did Luca ride his bicycle on Tuesday?
- 1.6 kilometers
-
How far did Luca ride his bicycle on Tuesday?
- 9.6 kilometers
-
How many more kilometers did Luca ride his bicycle on Wednesday?
- 0.96 kilometers
Question 2: How far did Luca ride his bicycle on Wednesday?
- The answer is 10.56 kilometers.