Question

Becky is collecting money for an fundraiser she wants to collect more than $1,910.00 and has already $281.00. Becky averages $24.00 from each person who donates to the fundraiser. Which of the followers my inequalities could be used to be solve for x the number for additional people Becky needs to collect from to meet her fundraising goal?

Answer 1

Fundraising issues

The number for additional people Becky needs to collect from her to meet her fundraising goal is 68.

Given that Becky is collecting money for a fundraiser she wants to collect more than $1,910.00 and has already $281.00, and she averages $24.00 from each person who donates to the fundraiser, to determine the number for additional people Becky needs to collect from to meet her fundraising goal the following calculation must be made:

• (1910 - 281) / 24 = X
• 1629 / 24 = X
• 67.88 = X

Therefore, the number for additional people Becky needs to collect from her to meet her fundraising goal is 68.

Learn more about maths in brainly.com/question/18870695

Answer 2

Becky needs at least 68 people to donate money into her fundraiser.

The question requests that we write an inequality to show the number of additional people Becky needs to collect from to meet her goal.

Data given;

• Target = $1,910.0
• Per head = $24.00
• Amount collected = $281.00

Inequality

This is the process of comparing two values to show than either one is greater than or less than the other value.

The inequality of the situation would be

$1910\geq 24x + 281$

The inequality above would enable us solve for this problem.

$1910\geq 24x+281\\1910-281\geq 24x\\1630\geq 24x\\\frac{1630}{24}\geq \frac{24x}{24}\\x\leq 67.9\\x\leq 68$

From the calculation above, it shows that she needs at least 68 people to donate in order to meet her target.

Learn more on inequalities here;

brainly.com/question/25275758