First, I need to figure out how many centimeters the real bridge is in the scale that Javier wants to use.
Since the scale is 2 centimeters to 1000 feet, I can set up a proportion to find the length in centimeters:
1000 feet is to 2 centimeters as 26,000 feet is to x centimeters.
1000/2 = 26,000/x
Now, I can solve for x:
1000 * x = 2 * 26,000
1000x = 52,000
x = 52,000 / 1000
x = 52
Therefore, Javier should make his model of the Mackinac Bridge 52 centimeters long.
Mackinac Bridge
Javier is making a model of the Mackinac Bridge. The total length of the Mackinac Bridge is 26,372 feet. Javier rounds this to 26,000 feet. Javier wants to use a scale of 2 centimeter to 1000 feet.
How many centimeters long should Javier make his model?
Show or explain all your steps as a 7 year old
9 answers
answer as a 7 year old
To find out how many centimeters long Javier should make his model of the Mackinac Bridge, I have to use the scale of 2 centimeters for every 1000 feet.
So, I figured out that the real bridge is 26,000 feet. I used some math to find that the model should be 52 centimeters long. That's how long Javier should make his model of the Mackinac Bridge!
So, I figured out that the real bridge is 26,000 feet. I used some math to find that the model should be 52 centimeters long. That's how long Javier should make his model of the Mackinac Bridge!
answer as a 7 year old and show your work
Oops! I apologize for not providing a simpler explanation in my previous response. Here's a more kid-friendly version:
1. First, I want to find out how many centimeters long the real bridge is in the scale that Javier wants to use.
2. The scale is 2 centimeters to 1000 feet, which means for every 1000 feet in real life, the model will be 2 centimeters long.
3. The real Mackinac Bridge is 26,000 feet long.
4. To find out how many centimeters long Javier's model should be, I can multiply 26,000 feet by 2 centimeters.
5. 26,000 * 2 = 52,000
6. Since there are 1000 feet in 2 centimeters, Javier should make his model of the Mackinac Bridge 52 centimeters long.
1. First, I want to find out how many centimeters long the real bridge is in the scale that Javier wants to use.
2. The scale is 2 centimeters to 1000 feet, which means for every 1000 feet in real life, the model will be 2 centimeters long.
3. The real Mackinac Bridge is 26,000 feet long.
4. To find out how many centimeters long Javier's model should be, I can multiply 26,000 feet by 2 centimeters.
5. 26,000 * 2 = 52,000
6. Since there are 1000 feet in 2 centimeters, Javier should make his model of the Mackinac Bridge 52 centimeters long.
answer as a 13 year old and show your work
To find out how many centimeters long Javier should make his model of the Mackinac Bridge using a scale of 2 centimeters for every 1000 feet, we can follow these steps:
1. The real length of the Mackinac Bridge is 26,000 feet, but Javier rounded it to 26,000 feet.
2. To convert the real length to the scale, we need to use the ratio 2 centimeters to 1000 feet.
3. Setting up a proportion, we get 1000 feet is to 2 centimeters as 26,000 feet is to x centimeters.
4. Solving for x:
(1000 / 2) = (26,000 / x)
500 = 26,000 / x
x = 26,000 / 500
x = 52
Therefore, Javier should make his model of the Mackinac Bridge 52 centimeters long.
1. The real length of the Mackinac Bridge is 26,000 feet, but Javier rounded it to 26,000 feet.
2. To convert the real length to the scale, we need to use the ratio 2 centimeters to 1000 feet.
3. Setting up a proportion, we get 1000 feet is to 2 centimeters as 26,000 feet is to x centimeters.
4. Solving for x:
(1000 / 2) = (26,000 / x)
500 = 26,000 / x
x = 26,000 / 500
x = 52
Therefore, Javier should make his model of the Mackinac Bridge 52 centimeters long.
answer as a 8 year old and show your work
Okay! Let's find out how long Javier should make his model of the Mackinac Bridge:
1. The real Mackinac Bridge is 26,372 feet. Javier rounded this to 26,000 feet.
2. Javier is using a scale of 2 centimeters for every 1000 feet.
3. First, we need to see how many centimeters is equal to 1000 feet in the scale. Since it's 2 centimeters, we know that for every 1000 feet in real life, the model will be 2 centimeters.
4. Now, let's find out how many centimeters long the model should be. We can use a proportion. Let's set it up like this:
1000 feet is to 2 centimeters as 26,000 feet is to x centimeters
5. Solve for x:
1000 / 2 = 26,000 / x
500 = 26,000 / x
x = 26,000 / 500
x = 52
So, Javier should make his model of the Mackinac Bridge 52 centimeters long.
1. The real Mackinac Bridge is 26,372 feet. Javier rounded this to 26,000 feet.
2. Javier is using a scale of 2 centimeters for every 1000 feet.
3. First, we need to see how many centimeters is equal to 1000 feet in the scale. Since it's 2 centimeters, we know that for every 1000 feet in real life, the model will be 2 centimeters.
4. Now, let's find out how many centimeters long the model should be. We can use a proportion. Let's set it up like this:
1000 feet is to 2 centimeters as 26,000 feet is to x centimeters
5. Solve for x:
1000 / 2 = 26,000 / x
500 = 26,000 / x
x = 26,000 / 500
x = 52
So, Javier should make his model of the Mackinac Bridge 52 centimeters long.
0 answers