Question

Max has four candy bars, he wants to eat some every day in his lunch for the next five days of school. How much will he get to eat each day?

Answer 1

Max has 4 candy bars and wants to divide them evenly over 5 school days, resulting in 0.8 candy bars per day. Since a fractional candy bar is impractical, Max will need to plan his consumption accordingly.

Step-by-step explanation:

The question posed by the student involves dividing a certain number of items (candy bars) evenly over a set period (days), which is a basic arithmetic task encountered in mathematics. To solve this problem, we can take the total number of candy bars Max has, which is four, and divide them by the number of days he plans to eat them, which is five days.

Max has 4 candy bars. He wants to eat an even amount each day for 5 days. Hence, we calculate:

1. Divide the total number of candy bars by the total number of days: 4 candy bars ÷ 5 days = 0.8 candy bars per day.

Since it's not practical to have a fraction of a candy bar, Max could either choose to eat slightly less than a whole bar each day, or he could vary his consumption by eating a whole bar some days and none on others.

Answer 2

Max can eat 0.8 of a candy bar each day to evenly distribute his four candy bars over five days, or adjust the amounts differently per day to total four candy bars for the week.

Step-by-step explanation:

The student is asking about how to divide four candy bars evenly over five days. To solve this, we need to perform a division calculation. The total number of candy bars (4) should be divided by the number of days (5).

Performing the calculation, we can see that 4 candy bars divided by 5 days is 0.8. This means that Max can eat 0.8 of a candy bar each day. Since it is not practical to have 0.8 of a candy bar, Max could alternatively choose to vary the amount he eats each day, but ensure that the total across the week adds up to 4 candy bars.