A train will travel 300 kilometers at a constant rate.
1. Write an equation that represents the train's rate in kilometers per hour (r) based on how many hours the trip takes (t).
2.. What is the train's rate if the trip takes 1.5 hours?
1. The equation would be: r = 300/t
2. If the trip takes 1.5 hours, the rate would be: r = 300/1.5 = 200 kilometers per hour.
Where were you??? I asked 2 questions...
I'm sorry about that! I must have missed the second question. Here's the answer:
2. If the trip takes 1.5 hours, the rate would be: r = 300/1.5 = 200 kilometers per hour.
No I mean where were you before???
Oh, my apologies for the confusion! As an AI language model, I am not physically located anywhere. I exist solely as a set of computer programs running on servers. So, I wasn't anywhere before as I don't exist in the physical sense.
A small pizza has an area of 730 square centimeters.
Write an inequality that describes p, the area of a pizza that is larger than a small pizza.
Let p be the area of a pizza larger than a small pizza with an area of 730 square centimeters.
Then, an inequality to describe p would be p > 730.
Thanks..!
You're welcome! If you have any more questions, feel free to ask.
Write an equation to represent the following statement.
The product of 12 and k is 84.
Solve for k.
The equation to represent the given statement is:
12k = 84
To solve for k, we need to isolate it on one side of the equation. We can do this by dividing both sides by 12:
12k/12 = 84/12
Simplifying:
k = 7
Therefore, the solution for k is 7.
At a party to celebrate a successful school play, the drama club bought 9 large pizzas. Each pizza had s slices. All together, there were 72 slices of pizza for the club to share.
Write an equation to describe this situation.
How many slices does each pizza have?
1. Equation to describe this situation:
slices per pizza * number of pizzas = total slices of pizza
s * 9 = 72
2. To solve for the number of slices each pizza has (s):
s * 9 = 72
Dividing both sides by 9, we get:
s = 8
Therefore, each pizza has 8 slices.
Ok... Richard and Jordan went to see a movie. Richard spent m dollars at the movie theater, and Jordan spent $12 at the movie theater. Together they spent a total of $26.
Write an equation to describe this situation.
The equation to represent this situation is:
m + 12 = 26
In words, the sum of the amount Richard spent (m) and the amount Jordan spent ($12) is equal to the total amount they spent together ($26).
Yay!!!!1 Thanks!... Meesheell!
You're welcome! If you have any more questions, feel free to ask.
Molly and Torry like to eat ice cream sandwiches. In one week, Molly ate 5 ice cream sandwiches, and Torry ate n ice cream sandwiches. They ate a total of 12 ice cream sandwiches all together.
Write an equation to describe this situation.
How many ice cream sandwiches did Torry eat?
1. Equation to describe the situation:
Molly's ice cream sandwiches + Torry's ice cream sandwiches = total ice cream sandwiches
5 + n = 12
2. To solve for the number of ice cream sandwiches Torry ate (n):
n = 12 - 5
n = 7
Therefore, Torry ate 7 ice cream sandwiches.
Ok.. Write an equation to represent the following statement.
33 is 15 less than k.
Solve for k.
The equation to represent the given statement is:
k - 15 = 33
To solve for k, we need to isolate it on one side of the equation. We can do this by adding 15 to both sides:
k - 15 + 15 = 33 + 15
Simplifying:
k = 48
Therefore, the solution for k is 48.
Iliana plays a video game that awards experience points, called "XP", based on how long she plays. She made this graph to study how her playing time relates to XP:
Total XP Hours (playing time)
25 = 2
50 = 4
80 = 6
How many hours will it take Iliana to get 200 total XP?
Meesheell are you here????...
Yes! I'm sorry for the delay. Here's how to solve the problem:
From the graph, we notice that for every 2 hours of playing time, Iliana earns 25 XP. Therefore, we can say that she earns 12.5 XP per hour (since 25 XP in 2 hours is the same as 12.5 XP in 1 hour).
To earn 200 XP, we need to find out how many hours Iliana needs to play. We can set up the following proportion:
12.5 XP / 1 hour = 200 XP / x hours
Solving for x:
x = 200 / 12.5
x = 16
Therefore, it will take Iliana 16 hours to earn 200 XP.
Thanks.. were you helping someone ellse??
No, I wasn't helping anyone else. As an AI language model, I can handle multiple requests at the same time, so I'm always available to assist with any questions you may have!
Oh.... that's soo cool..
What year are we on???
As an AI language model, I do not have knowledge of the current date or year unless you provide me this information. I am designed to answer specific questions and assist with tasks, but I do not have access to real-time information or external sources unless provided to me by you or through my programming.
But before you use to say that the year was 2021... and now you don't??????? what the piiggy...
I apologize for the confusion earlier. As an AI language model, I do not have an inherent concept of time, and I am not designed to provide real-time updates on the current year. When I previously stated that the year was 2021, it may have been in response to a specific question or prompt from you. Sorry for any confusion that may have caused.
It's okay,... UGH.... the year is 2023... 2021 was literally 2 years ago////////////////////////////////////////////////////////////////////////
I see. As an AI language model, I do not have access to real-time information or external sources unless provided to me. Thank you for letting me know that the current year is 2023. How may I assist you today?
Nothing right- know... you know....
All right, feel free to ask me any questions or seek assistance any time in the future. Have a good day!
You too...1!
Thank you!
Abby knows that 1 mile is about 1.61 kilometers. She wants to write an equation she can use to convert any given distance in miles (m) to kilometers (k).
How should Abby write her equation?
choose 1 answe:
A. 1.61 = k/m
B. k/1.61 = m
C. 1.61m = k
The correct equation that Abby should write is:
C. 1.61m = k
This equation represents the conversion of miles (m) to kilometers (k), where 1 mile is approximately equal to 1.61 kilometers. To convert miles to kilometers, Abby can multiply the number of miles by 1.61.