2.2.4 LIve classroom
Read the Directions Carefully before going to the next slide.
- For this Live Classroom, you will need a pencil and paper.
- Your task is to complete a series of problems to earn 15 points.
- YOU choose your problems based on the board on the next screen.
- As you go keep track of your answers so you can transfer them to the Edio lesson.
Choose your Questions
Directions
- For this Live Classroom, you will need a pencil and paper.
- Your task is to complete a series of problems to earn 15 points.
- YOU choose your problems based on the board on this screen.
- As you go keep track of your answers so you can transfer them to the Edio lesson.
Question 13
Question 5
Question 9
Question 1
Question 14
Question 10
Question 6
Question 2
Question 7
Question 11
Question 15
Question 3
Question 8
Question 12
Question 16
Question 4
Return to Beginning
Question 1
Hint: Like terms are terms of an expression that have the same variable compent. Constants are always like terms.
1 pt
Return to Questions
Return to Questions
Question 2
Hint: Like terms are terms of an expression that have the same variable compent. Constants are always like terms.
1 pt
Return to Questions
Return to Questions
Question 3
Hint: The distributive property allows for a factor of an expression to be multiplied to all terms of the expression. a(b+c) = ab + ac
1 pt
Return to Questions
Return to Questions
Question 4
Hint: The distributive property allows for a factor of an expression to be multiplied to all terms of the expression. a(b+c) = ab + ac
1 pt
Return to Questions
Return to Questions
Question 5
Hint: Use substitution to determine if the given value is a solution.
2 pts
Return to Questions
Question 6
Hint: Use the following steps to solve.1. Use the distributive property 2. Combine like terms.
2 pts
Return to Questions
Return to Questions
Question 7
Hint: Use the following steps to solve.1. Use the distributive property 2. Combine like terms.
2 pts
Return to Questions
Return to Questions
Question 8
Hint: Combine like terms.
2 pts
Return to Questions
Return to Questions
Question 9
Hint: Use substitution to determine if the given value is a solution.
Hint: Like terms are terms of an expression that have the same variable compent. Constants are always like terms.
2 pts
Return to Questions
Question 10
Hint: Use the following steps to solve.1. Use the distributive property 2. Add/Sutract so that there are variables on one side and constants on the other.
2 pts
Return to Questions
Return to Questions
Question 11
Hint: Use the following steps to solve.1. Use the distributive property 2. Add/Sutract so that there are variables on one side and constants on the other.
2 pts
Return to Questions
Return to Questions
Question 12
Hint: Use the following steps to solve.1. Use the distributive property 2. Combine like terms.
2 pts
Return to Questions
Return to Questions
Hint: Use the following steps to solve.1. Use the distributive property 2. Add/Sutract so that there are variables on one side and constants on the other. One solution means y = a number. Infinitely many solutions is a true statement. No solution is a false statement.
Question 13
3 pts
Return to Questions
Return to Questions
Hint: Use the following steps to solve.1. Use the distributive property 2. Add/Sutract so that there are variables on one side and constants on the other. One solution means y = a number. Infinitely many solutions is a true statement. No solution is a false statement.
Question 14
3 pts
Return to Questions
Return to Questions
Hint: Use the following steps to solve.1. Use the distributive property 2. Add/Sutract so that there are variables on one side and constants on the other. One solution means y = a number. Infinitely many solutions is a true statement. No solution is a false statement.
Question 15
3 pts
Return to Questions
Return to Questions
Hint: Rewrite the formula with G by itself. Multiply by the reciprocal of the terms you want to move.
Question 16
3 pts
Return to Questions
2.4.3 Live Classroom
HS: High School
Created on October 17, 2023
From S.C.
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Transcript
2.2.4 LIve classroom
Read the Directions Carefully before going to the next slide.
Choose your Questions
Directions
Question 13
Question 5
Question 9
Question 1
Question 14
Question 10
Question 6
Question 2
Question 7
Question 11
Question 15
Question 3
Question 8
Question 12
Question 16
Question 4
Return to Beginning
Question 1
Hint: Like terms are terms of an expression that have the same variable compent. Constants are always like terms.
1 pt
Return to Questions
Return to Questions
Question 2
Hint: Like terms are terms of an expression that have the same variable compent. Constants are always like terms.
1 pt
Return to Questions
Return to Questions
Question 3
Hint: The distributive property allows for a factor of an expression to be multiplied to all terms of the expression. a(b+c) = ab + ac
1 pt
Return to Questions
Return to Questions
Question 4
Hint: The distributive property allows for a factor of an expression to be multiplied to all terms of the expression. a(b+c) = ab + ac
1 pt
Return to Questions
Return to Questions
Question 5
Hint: Use substitution to determine if the given value is a solution.
2 pts
Return to Questions
Question 6
Hint: Use the following steps to solve.1. Use the distributive property 2. Combine like terms.
2 pts
Return to Questions
Return to Questions
Question 7
Hint: Use the following steps to solve.1. Use the distributive property 2. Combine like terms.
2 pts
Return to Questions
Return to Questions
Question 8
Hint: Combine like terms.
2 pts
Return to Questions
Return to Questions
Question 9
Hint: Use substitution to determine if the given value is a solution.
Hint: Like terms are terms of an expression that have the same variable compent. Constants are always like terms.
2 pts
Return to Questions
Question 10
Hint: Use the following steps to solve.1. Use the distributive property 2. Add/Sutract so that there are variables on one side and constants on the other.
2 pts
Return to Questions
Return to Questions
Question 11
Hint: Use the following steps to solve.1. Use the distributive property 2. Add/Sutract so that there are variables on one side and constants on the other.
2 pts
Return to Questions
Return to Questions
Question 12
Hint: Use the following steps to solve.1. Use the distributive property 2. Combine like terms.
2 pts
Return to Questions
Return to Questions
Hint: Use the following steps to solve.1. Use the distributive property 2. Add/Sutract so that there are variables on one side and constants on the other. One solution means y = a number. Infinitely many solutions is a true statement. No solution is a false statement.
Question 13
3 pts
Return to Questions
Return to Questions
Hint: Use the following steps to solve.1. Use the distributive property 2. Add/Sutract so that there are variables on one side and constants on the other. One solution means y = a number. Infinitely many solutions is a true statement. No solution is a false statement.
Question 14
3 pts
Return to Questions
Return to Questions
Hint: Use the following steps to solve.1. Use the distributive property 2. Add/Sutract so that there are variables on one side and constants on the other. One solution means y = a number. Infinitely many solutions is a true statement. No solution is a false statement.
Question 15
3 pts
Return to Questions
Return to Questions
Hint: Rewrite the formula with G by itself. Multiply by the reciprocal of the terms you want to move.
Question 16
3 pts
Return to Questions