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ASNER RN PLSS (15 POINTS) show wrk step by step

Last year, there were 1,500 people who attended the homecoming football game at a local high school. This year, there is expected to be a 16% increase in attendance. Based on the equation, approximately how many people will attend homecoming next year? (Round to the nearest person)

User Vesparun
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2 Answers

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Answer: Approximately 1,740 people are expected to attend the homecoming football game this year, which is a 16% increase from last year's attendance of 1,500 people. This value is already rounded to the nearest person.

Explanation:

Sure, let's calculate the expected attendance for this year's homecoming football game.

Step 1: Understand the problem

The problem states that there was an attendance of 1,500 people last year and this year there is expected to be a 16% increase in attendance. We need to find out the expected attendance for this year.

Step 2: Set up the equation

We can calculate the increase in attendance by multiplying last year's attendance by the percentage increase. The equation for this is:

New Attendance = Old Attendance + (Old Attendance * Percentage Increase)

Step 3: Substitute the given values into the equation

In this case, the Old Attendance is 1,500 and the Percentage Increase is 16% or 0.16 in decimal form. Substituting these values into the equation gives:

New Attendance = 1,500 + (1,500 * 0.16)

Step 4: Solve the equation

Let's calculate the result.

The calculation gives us:

New Attendance = 1,740

So, approximately 1,740 people are expected to attend the homecoming football game this year, which is a 16% increase from last year's attendance of 1,500 people. This value is already rounded to the nearest person.

User Randomtheories
by
8.7k points
4 votes

Answer:

1740 people

Explanation:

A 16% increase is 0.16 as a decimal.

1500 * 0.16 = 240 more people expected next year

Add that 240 to the 1500 for the total number expected next year:

1500+240 = 1740 people

User TheJuice
by
8.3k points

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