This video tutorial covers simplifying expressions with negatives, focusing on converting subtraction to addition and distributing negative numbers. It includes examples with variables and fractions, demonstrating how to handle negative signs in algebraic expressions. The tutorial emphasizes the importance of associating negatives with the terms they follow, aiding in solving equations.

What is another way to express the operation 'six minus two'?

• Six plus negative two

• Six times two

• Six minus negative two

• Six plus two

How can subtraction be converted when dealing with a product?

• By multiplying the numbers

• By converting subtraction to addition and taking the opposite of the following number

• By adding the numbers

• By dividing the numbers

In the expression 'seven minus three times negative two', what is the result?

• Seven minus six

• Seven plus six

• Seven times six

• Seven divided by six

When simplifying expressions with variables, what is the first step?

• Distribute the negative

• Multiply all terms

• Divide all terms

• Add all numbers

In the expression 'three minus 1/2 times four x minus six', what is the first step in simplification?

• Add 1/2 to four x

• Distribute negative 1/2

• Multiply four x by six

• Subtract six from four x

What is the result of distributing negative 1/2 in the expression 'three minus 1/2 times four x minus six'?

• Negative two x plus three

• Two x minus three

• Negative four x plus six

• Four x minus six

In the expression 'four x minus 2/3 times negative six x plus two', what is the result of distributing negative 2/3?

• Four x plus four x minus four/three

• Eight x minus four/three

• Negative four x plus four

• Four x minus four x plus four/three

What is the final simplified form of 'five minus 1/3 times x plus two'?

• Five plus 2/3 plus 1/3 x

• Five plus 1/3 minus 2/3 x

• Five minus 2/3 minus 1/3 x

• Five minus 1/3 plus 2/3 x