eggs are shipped fro the poultry farm in trucks each carton of eggs twelve eggs tha carton are then placed in a crate that holds 20 cartons the carton are packed in trucks that carry 3125 crates of eggs how many truckloads will it take to carry 3.75*10^6
To find how many truckloads are required to carry 3.75*10^6 eggs, we need to calculate the total number of eggs that can be carried in one truckload and then divide the total number of eggs by this amount.
First, let's find the number of eggs that can be carried in one truckload:
- Each crate holds 20 cartons.
- Each carton holds 12 eggs.
- Therefore, each crate holds 20 * 12 = 240 eggs.
Now, let's find the number of crates that can be carried in one truckload:
- Each truck carries 3125 crates.
Finally, let's multiply these two numbers together to find the number of eggs per truckload:
- 3125 crates/truck * 240 eggs/crate = 750,000 eggs/truck.
Now we can divide the total number of eggs (3.75*10^6) by the number of eggs per truckload (750,000) to find how many truckloads are required:
- (3.75*10^6 eggs) / (750,000 eggs/truck) = 5 truckloads.
Therefore, it will take 5 truckloads to carry 3.75*10^6 eggs.
To find out how many truckloads it will take to carry 3.75 * 10^6 eggs, we need to consider the number of eggs per crate, the number of crates per truck, and then calculate the total number of eggs that each truck can carry.
First, let's calculate the number of eggs in each crate:
Since each carton contains 12 eggs, and each crate contains 20 cartons, the number of eggs in each crate is 12 * 20 = 240.
Next, we need to determine the total number of eggs each truck can carry:
If each truck can carry 3125 crates, and each crate contains 240 eggs, then the total number of eggs one truck can carry is 3125 * 240 = 750,000 eggs.
Finally, we can calculate the number of truckloads it will take to carry 3.75 * 10^6 eggs:
To do this, we divide the total number of eggs (3.75 * 10^6) by the number of eggs that each truck can carry (750,000):
(3.75 * 10^6) / 750,000 = 5
Therefore, it will take 5 truckloads to carry 3.75 * 10^6 eggs.
To find out how many truckloads will be needed to carry 3.75 * 10^6 eggs, we need to follow a step-by-step process:
Step 1: Calculate the total number of eggs in one truckload
- In each crate, there are 20 cartons of eggs.
- In each carton, there are 12 eggs.
- So, in each crate, there are 20 cartons * 12 eggs = 240 eggs.
- In each truckload, there are 3125 crates * 240 eggs = 750,000 eggs.
Step 2: Use the total number of eggs to determine the number of truckloads
- Divide the total number of eggs (3.75 * 10^6) by the number of eggs in one truckload (750,000) to find the number of truckloads needed.
- 3.75 * 10^6 eggs / 750,000 eggs = 5.
Therefore, it will take 5 truckloads to carry 3.75 * 10^6 eggs.