L14B Solving Equivalent Ratio Problems cloned 1/23/2022

Last updated almost 4 years ago

8 questions

L14B Solving Equivalent Ratio Problems cloned 1/23/2022

Last updated almost 4 years ago

8 questions

Here is a problem: A red car and a blue car enter the highway at the same time and travel at a constant speed. How far apart are they after 4 hours?

What information would you need to solve the problem?

Help your partner to solve the problem. If you have the data card, they have the problem card. Between the 2 of you, you have the necessary information to find the answer. (the question is on #3 if you don't have a partner)

You already solved this. Move on to #4

Help your partner to solve the problem. If you have the data card, they have the problem card. Between the 2 of you, you have the necessary information to find the answer. (the information is on #5 if you don't have a partner)

You already solved this. Move on to #6.

If they continue to read every day at these rates, who will finish first, second, and third? Explain or show your reasoning.

The ratio of cats to dogs in a room is 2:3. Five more cats enter the room, and then the ratio of cats to dogs is 9:11. How many cats and dogs were in the room to begin with?

L14B Solving Equivalent Ratio Problems cloned 1/23/2022

L14B Solving Equivalent Ratio Problems cloned 1/23/2022

Here is a problem: A red car and a blue car enter the highway at the same time and travel at a constant speed. How far apart are they after 4 hours?

What information would you need to solve the problem?

Help your partner to solve the problem. If you have the data card, they have the problem card. Between the 2 of you, you have the necessary information to find the answer. (the question is on #3 if you don't have a partner)

You already solved this. Move on to #4

Help your partner to solve the problem. If you have the data card, they have the problem card. Between the 2 of you, you have the necessary information to find the answer. (the information is on #5 if you don't have a partner)

You already solved this. Move on to #6.

If they continue to read every day at these rates, who will finish first, second, and third? Explain or show your reasoning.

The ratio of cats to dogs in a room is 2:3. Five more cats enter the room, and then the ratio of cats to dogs is 9:11. How many cats and dogs were in the room to begin with?

Jada wants to know how fast the water comes out of her faucet. What information would she need to be able to determine this?

Here is a problem: A red car and a blue car enter the highway at the same time and travel at a constant speed. How far apart are they after 4 hours?

What information would you need to solve the problem?

Help your partner to solve the problem. If you have the data card, they have the problem card. Between the 2 of you, you have the necessary information to find the answer. (the question is on #3 if you don't have a partner)

You already solved this. Move on to #4

Help your partner to solve the problem. If you have the data card, they have the problem card. Between the 2 of you, you have the necessary information to find the answer. (the information is on #5 if you don't have a partner)

You already solved this. Move on to #6.

If they continue to read every day at these rates, who will finish first, second, and third? Explain or show your reasoning.

The ratio of cats to dogs in a room is 2:3. Five more cats enter the room, and then the ratio of cats to dogs is 9:11. How many cats and dogs were in the room to begin with?

Jada wants to know how fast the water comes out of her faucet. What information would she need to be able to determine this?

L14B Solving Equivalent Ratio Problems cloned 1/23/2022

L14B Solving Equivalent Ratio Problems cloned 1/23/2022

Here is a problem: A red car and a blue car enter the highway at the same time and travel at a constant speed. How far apart are they after 4 hours?What information would you need to solve the problem?

Help your partner to solve the problem. If you have the data card, they have the problem card. Between the 2 of you, you have the necessary information to find the answer. (the question is on #3 if you don't have a partner)

You already solved this. Move on to #4

Help your partner to solve the problem. If you have the data card, they have the problem card. Between the 2 of you, you have the necessary information to find the answer. (the information is on #5 if you don't have a partner)

You already solved this. Move on to #6.

If they continue to read every day at these rates, who will finish first, second, and third? Explain or show your reasoning.

The ratio of cats to dogs in a room is 2:3. Five more cats enter the room, and then the ratio of cats to dogs is 9:11. How many cats and dogs were in the room to begin with?

Jada wants to know how fast the water comes out of her faucet. What information would she need to be able to determine this?

Here is a problem: A red car and a blue car enter the highway at the same time and travel at a constant speed. How far apart are they after 4 hours?What information would you need to solve the problem?

Help your partner to solve the problem. If you have the data card, they have the problem card. Between the 2 of you, you have the necessary information to find the answer. (the question is on #3 if you don't have a partner)

You already solved this. Move on to #4

Help your partner to solve the problem. If you have the data card, they have the problem card. Between the 2 of you, you have the necessary information to find the answer. (the information is on #5 if you don't have a partner)

You already solved this. Move on to #6.

If they continue to read every day at these rates, who will finish first, second, and third? Explain or show your reasoning.

The ratio of cats to dogs in a room is 2:3. Five more cats enter the room, and then the ratio of cats to dogs is 9:11. How many cats and dogs were in the room to begin with?

Jada wants to know how fast the water comes out of her faucet. What information would she need to be able to determine this?

Here is a problem: A red car and a blue car enter the highway at the same time and travel at a constant speed. How far apart are they after 4 hours?

What information would you need to solve the problem?

Here is a problem: A red car and a blue car enter the highway at the same time and travel at a constant speed. How far apart are they after 4 hours?

What information would you need to solve the problem?