Answer :
Certainly! Let's determine the average number of marquee lights at the 5 venues by following a detailed, step-by-step procedure.
1. List all the given numbers:
- Venue A: 7,465 lights
- Venue B: 9,556 lights
- Venue C: 7,120 lights
- Venue D: 10,229 lights
- Venue E: 8,089 lights
2. Calculate the total number of lights:
- Add all the individual numbers of lights together.
[tex]\[ 7,465 + 9,556 + 7,120 + 10,229 + 8,089 = 42459 \][/tex]
So, the total number of marquee lights at the 5 venues is 42,459.
3. Calculate the average number of lights:
- Divide the total number of lights by the number of venues (which is 5).
[tex]\[ \frac{42,459}{5} = 8,491.8 \][/tex]
Therefore, the average number of marquee lights at the 5 venues is 8,491.8.
So, the average amount of marquee lights at the 5 venues is [tex]\( 8,491.8 \)[/tex] lights.
1. List all the given numbers:
- Venue A: 7,465 lights
- Venue B: 9,556 lights
- Venue C: 7,120 lights
- Venue D: 10,229 lights
- Venue E: 8,089 lights
2. Calculate the total number of lights:
- Add all the individual numbers of lights together.
[tex]\[ 7,465 + 9,556 + 7,120 + 10,229 + 8,089 = 42459 \][/tex]
So, the total number of marquee lights at the 5 venues is 42,459.
3. Calculate the average number of lights:
- Divide the total number of lights by the number of venues (which is 5).
[tex]\[ \frac{42,459}{5} = 8,491.8 \][/tex]
Therefore, the average number of marquee lights at the 5 venues is 8,491.8.
So, the average amount of marquee lights at the 5 venues is [tex]\( 8,491.8 \)[/tex] lights.
