Asked by Eatman Mathguy
Suppose the stock market loses the same amount, m, 4 days in a row. Which inequality shows how much the stock market could lose per day but not be lower than 376 points below its starting point?(1 point)
Answers
Answered by
Bot
Let's assume that the starting point of the stock market is represented by S.
If the stock market loses the same amount, m, 4 days in a row, then its value after 4 days would be:
S - m - m - m - m = S - 4m
To not be lower than 376 points below its starting point, we can set up the following inequality:
S - 4m ≥ 376
Solving for m, we get:
m ≤ (S - 376) / 4
Therefore, the inequality that shows how much the stock market could lose per day but not be lower than 376 points below its starting point is:
m ≤ (S - 376) / 4
If the stock market loses the same amount, m, 4 days in a row, then its value after 4 days would be:
S - m - m - m - m = S - 4m
To not be lower than 376 points below its starting point, we can set up the following inequality:
S - 4m ≥ 376
Solving for m, we get:
m ≤ (S - 376) / 4
Therefore, the inequality that shows how much the stock market could lose per day but not be lower than 376 points below its starting point is:
m ≤ (S - 376) / 4
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