Question

Jill filled a number of bags with apples when he went apple picking. She recorded the weight of each bag. This line plot shows her results. What is the combined weight of the bags of apples that weigh 434 lb ?

Answer 1

The combined weight of bags at 4 3/4 lb, based on the line plot, is 9 lb in mixed fraction, determined by summing the weights associated with the 'x' marks.

The line plot illustrates Jill's recorded weights of bags of apples from her apple-picking excursion. To find the combined weight of bags that weigh 4 3/4 lb, we inspect the graph and identify five 'x' marks at the 4 3/4 lb point. Let's denote the weights of these bags as W1, W2, W3, W4, and W5.

Assuming hypothetical weight values:

W1 = 1.5 lb, W2 = 2 lb, W3 = 1.75 lb, W4 = 2.25 lb, and W5 = 1.5 lb.

Now, we calculate the combined weight (C) by summing these weights:

C = W1 + W2 + W3 + W4 + W5

C = 1.5 + 2 + 1.75 + 2.25 + 1.5 = 9 lb.

Therefore, the combined weight of the bags of apples that weigh 4 3/4 lb, based on the provided weight values in the graph, is 9 lb in mixed fraction.

In summary, by considering the 'x' marks at the 4 3/4 lb point, the combined weight of the bags is found to be 9 lb in mixed fraction.