Step-5

Title: Solve the equation of the fractions

Grade: 7-a Lesson: S4-L6

Explanation: Hello Students, time to practice and review the steps for the problem.

Lesson Steps

Step Type Explanation Answer

1

Problem

Given that:
\$ 8/(x + 3) = 3/(x + 4) \$

2

Hint

Multiply both sides on '(x + 3)(x + 4)'

\$ 8/\cancel((x + 3)) \times \cancel((x + 3))(x + 4) = 3/\cancel((x + 4)) \times (x + 3)\cancel((x + 4)) \$

3

Step

After cancellation

\$ 8(x + 4) = 3(x + 3) \$

4

Step

After multiplication

\$ 8x + 32 = 3x + 9 \$

5

Step

Substract both sides on 32

\$ 8x + \cancel(32) - \cancel(32) = 3x + 9 - 32 \$

6

Step

After cancellation

\$8x = 3x - 23 \$

7

Step

Substract both sides on 3x

\$ 8x - 3x = \cancel(3x) - \cancel(3x) - 23 \$

8

Step

After cancellation

\$5x = -23 \$

9

Step

Divide on both sides 5

\$ (\cancel(5)x)/\cancel(5) = -23/5 \$

10

Step

After cancellation

\$ x = -23/5 \$

11

Answer

C

Tutor: Questions

Seq Type Question Audio

1

Problem

What did you learn from this problem?

2

Clue

What did you learn from the clues?

3

Hint

What did you learn from the Hints?

4

Step

What did you learn from the Steps?

5

Step

How can we improve the Steps?


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