Suppose the stock market gains the same amount, m

, 4 days in a row. Which inequality shows how much the stock market could gain per day but must be less than 376 points above its starting point?(1 point)
Responses

m4<376
Start Fraction m over 4 End Fraction less than 376

4m<376
4 m less than negative 376

4m>376
4 m greater than 376

m4>376

1 answer

To express the problem using an inequality, we are given that the stock market gains the same amount \( m \) for 4 consecutive days, and we want to find out how much \( m \) could be, given that the total gain must be less than 376 points above the starting point.

The total gain over the 4 days can be represented as \( 4m \) (since there are 4 days of gaining \( m \) points each). We want this total gain to be less than 376 points.

This can be written as:

\[ 4m < 376 \]

Thus, the correct inequality that shows how much the stock market could gain per day is:

4m < 376