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)
A) f+250>1,000
B) f+250≥1,000
C) f−250≤1,000
D) f−250>1,000
To show the number of followers (f) that LeShawn needs to reach his goal, we need to set up an inequality based on the given information.
LeShawn currently has 250 followers, and he wants to have more than 1,000 followers.
To express this mathematically, we can set up the inequality:
f + 250 > 1,000
This means that if LeShawn's current number of followers, f, is added to 250, the result should be greater than 1,000 for him to reach his goal.
Therefore, the correct answer is option A) f + 250 > 1,000.
To determine the correct inequality that shows the number of followers (f) that LeShawn needs to reach his goal, we need to understand the relationship between his current followers and the desired number of followers.
Let's break it down:
Given that LeShawn currently has 250 followers and he wants to have more than 1,000 followers.
To represent this mathematically, we will need to express the desired number of followers as an inequality involving the current number of followers.
Since LeShawn wants to have "more than" 1,000 followers, we know that the desired number of followers needs to be greater than 1,000.
Therefore, the correct inequality is:
f > 1,000
However, we also need to consider that LeShawn currently has 250 followers. So, we need to add this to our inequality:
f + 250 > 1,000
To summarize, the correct inequality that shows the number of followers (f) that LeShawn needs to reach his goal is:
A) f + 250 > 1,000
B) f+250≥1,000
It says more
not equal to or more
A