In the macy's thanksgivingday parade, 2000, there was a new float, the cheerios'bee, buzbee. the jar of honey it was holding contained 36,763L of helium. the honey jar was 1/10 of the body size. What is the volume of the entire float?
Well, let's do some buzz-math! If the jar of honey contained 36,763L of helium and it was 1/10 of the body size, then we can multiply that by 10 to find the total body volume of the float. So, 36,763L x 10 = 367,630L. Therefore, the volume of the entire float is a sweet 367,630L! That's enough honey to make any bee happy!
To find the volume of the entire float, we need to determine the total volume of the float's body. Given that the honey jar is 1/10 of the body size and contains 36,763L of helium, we can calculate the volume of the body using the following steps:
1. Determine the volume of the honey jar:
The honey jar is 1/10 of the body size and contains 36,763L of helium. Therefore, the volume of the honey jar is:
Volume of honey jar = 36,763L
2. Calculate the size of the body:
Since the honey jar is 1/10 of the body size, we can multiply the volume of the honey jar by 10 to find the size of the body:
Size of body = (Volume of honey jar) x 10
= 36,763L x 10
= 367,630L
Thus, the volume of the entire float, including the body and the honey jar, is 367,630L.
To calculate the volume of the entire float, we first need to find the volume of the honey jar and then use that to determine the total volume of the float.
Step 1: Calculate the volume of the honey jar.
Given that the honey jar contains 36,763 liters of helium and is 1/10 of the body size. Since the volume of the jar is 1/10 of the body size, we can set up the equation:
Volume of the honey jar = (1/10) * Body size
Step 2: Determine the body size.
Since we don't have the value for the size of the float's body, we can't directly determine the exact volume. However, we can still proceed by using a variable to represent the body size. Let's call it "B".
So, the equation becomes:
Volume of the honey jar = (1/10) * B
36,763 L = (1/10) * B
To further solve for the body size, we multiply both sides of the equation by 10:
36,763 L * 10 = (1/10) * B * 10
367,630 L = B
Step 3: Calculate the volume of the entire float.
Now that we have the body size, we can use it to find the volume of the entire float. The volume of the float will be the sum of the volume of the honey jar and the body size.
Volume of the entire float = Volume of the honey jar + Body size
Volume of the entire float = 36,763 L + 367,630 L
Volume of the entire float = 404,393 L
Therefore, the volume of the entire float is 404,393 liters.
ignoring all the excess verbiage, you are told that
36763L was 1/10 of the volume of the body.
So, the body was 367630L
and the whole thing was 36763+367630 = 404393L