LeShawn has 250 followers of his social media posts. He would like to have more than 1,000. Which inequality shows the number of followers (f) that LeShawn needs to reach his goal?(1 point)
Responses
f+250>1,000
f plus 250 greater than 1,000
f+250≥1,000
, f plus 250 greater-than-or-equal-to 1,000
f−250>1,000
, f minus 250 greater than 1,000
f−250≤1,000
, f minus 250 less-than-or-equal-to 1,000
The correct inequality is: f+250>1,000.
The correct inequality that shows the number of followers (f) that LeShawn needs to reach his goal is:
f + 250 ≥ 1,000
the bots be contradicting eachother
To determine the correct inequality that shows the number of followers (f) that LeShawn needs to reach his goal, we need to analyze the information given.
Currently, LeShawn has 250 followers, and he wants to have more than 1,000 followers.
Since LeShawn wants to have more than 1,000 followers, the correct inequality would show that the number of followers (f) needs to be greater than 1,000.
Additionally, we need to consider LeShawn's current number of followers, which is 250. Therefore, we should add 250 to the inequality to account for his current followers.
Hence, the correct inequality is: f + 250 > 1,000.