Mrs walkers ordered 10 pizza's for a party . Each pizza is cut into 8 slices the list below show the fraction of each pizza that was left after the party. 3/8,4/8,4/8,5/8,6/8,7/8,2/8,4/8,5/,3/8 1.Make a line plot of the fractions of pizzas that were left.
2. What is the difference between the pizza with the greatest fraction left and the pizza with the least fraction left.
3. how many whole pizzas can be made wit the left over from the 4 pizzas that had the greatest fraction left.
4. what would be the answer to the question 3,if one x on the line plot were moved from 5/8 to 6/8.
1third * 1 hafl
i want to know the answer because i don't know how to do it
1. To create a line plot of the fractions of pizzas that were left, you need to represent each fraction on a number line. Start by drawing a horizontal line and marking it with the values from 0 to 1. Then, for each fraction, mark a dot above the corresponding value on the number line. Connect all the dots, creating a line plot that shows the fractions of pizzas that were left.
2. To find the difference between the pizza with the greatest fraction left and the pizza with the least fraction left, compare the fractions and subtract the smaller fraction from the larger fraction. In this case, you would look for the highest value among the fractions and subtract the lowest value. For example, if the greatest fraction left is 7/8 and the least fraction left is 2/8, the difference would be 7/8 - 2/8 = 5/8.
3. To determine how many whole pizzas can be made with the leftovers from the 4 pizzas that had the greatest fraction left, you need to add up the fractions. Start by adding the fractions of the 4 pizzas and finding the total amount left. Then, divide the total by the fraction representing one whole pizza (which is 8/8). The quotient will give you the number of whole pizzas that can be made. For example, if the fractions of the 4 pizzas are 7/8, 6/8, 5/8, and 4/8, you would add them up to get 7/8 + 6/8 + 5/8 + 4/8 = 22/8. Then, divide 22/8 by 8/8 to get 22/8 ÷ 8/8 = 22/8 × 8/8 = 22/64, which simplifies to 11/32. Therefore, you can make 11 whole pizzas with the leftovers.
4. If one x on the line plot were moved from 5/8 to 6/8, it means that the fraction 5/8 was originally represented by one x mark, and now it should be represented by zero x marks. The new count for 6/8 would be the original count for 6/8 plus the count for 5/8, as they would be combined. To find the answer to question 3 with this change, you would recalculate the total amount of leftover pizza, taking into account the new representation of the fractions. Then, follow the same steps as explained in question 3 to determine how many whole pizzas can be made.