High School

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In two weeks, your class collected more than 380 cans of food for the annual food drive. In the first week, 145 cans were collected. How many cans \( c \) of food were collected in the second week? Write and solve an inequality.

A. \( 145 + c < 380; \, c < 235 \)

B. \( c + 145 > 380; \, c > 525 \)

C. \( c - 145 \geq 380; \, c \geq 525 \)

D. \( 145 + c > 380; \, c > 235 \)

Answer :

Answer:

Step-by-step explanation:

145+c>380 subtract 145 from each side

c>235 so the answer is

145+c>380; c>235

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Rewritten by : Barada

Many cans were collected in the second week, we set up the inequality 145 + c > 380. By subtracting 145 from both sides, we find that c > 235. Therefore, over 235 cans were collected in the second week.

To determine how many cans of food c were collected in the second week of a food drive, given that more than 380 cans were collected overall, and 145 cans were collected in the first week.

To find the number of cans collected in the second week, you can set up an inequality, because you know that the total number of cans collected over two weeks is more than 380. The inequality would be:

145 + c > 380

This means that the first week's collection, plus the second week's collection (c), should be greater than 380. To solve for c, you would subtract 145 from both sides of the inequality:

c > 380 - 145

c > 235

Therefore, the number of cans collected in the second week is more than 235.