Learn to solve and graph a inequality with a fraction learn two different ways

The video tutorial covers solving equations involving fractions using two methods: eliminating fractions by multiplication and applying the distributive property. The instructor explains the importance of combining like terms and demonstrates solving and verifying solutions. Key points include flipping the inequality sign when dividing by a negative number and using decimals in solutions.

What are the two methods discussed for solving the problem?

• Using decimals or fractions

• Using multiplication or division

• Using addition or subtraction

• Using fractions or eliminating them

Why is it important not to distribute across multiplication?

• It simplifies the equation

• It changes the value of the equation

• It is a rule of addition

• It is a rule of subtraction

What is the result of applying the distributive property to 3/4 times (4X + 8)?

• 3X + 24

• 3X + 6

• 3X + 32

• 3X + 8

What should you do when dividing by a negative number in an inequality?

• Subtract a negative number

• Add a positive number

• Flip the inequality sign

• Keep the inequality sign the same

What is the simplified form of the equation after combining like terms?

• -12X + 40 > 8

• -12X + 30 > 8

• -12X + 30 = 8

• -12X + 40 = 8

How do you determine the direction of shading on a number line for inequalities?

• Shade both sides

• Shade towards false

• Do not shade

• Shade towards true

What is the decimal approximation of 32/12?

• 2.7

• 2.6

• 2.5

• 2.8