In the proportion 8/x = 4/3, what is x?

Prepare for the Blooket Race 1 Test. Engage with flashcards, multiple-choice questions, hints, and explanations. Master the material and get exam-ready!

Multiple Choice

In the proportion 8/x = 4/3, what is x?

Explanation:
Solving a proportion by cross-multiplication: if two fractions are equal, the product of the outer terms equals the product of the inner terms. For 8/x = 4/3, cross-multiplying gives 8 × 3 = x × 4. That simplifies to 24 = 4x, so x = 6. Checking: 8/6 simplifies to 4/3, which matches the right side. Therefore, x is 6.

Solving a proportion by cross-multiplication: if two fractions are equal, the product of the outer terms equals the product of the inner terms. For 8/x = 4/3, cross-multiplying gives 8 × 3 = x × 4. That simplifies to 24 = 4x, so x = 6. Checking: 8/6 simplifies to 4/3, which matches the right side. Therefore, x is 6.

More Multiple Choice Questions
Subscribe

Get the latest from Passetra

You can unsubscribe at any time. Read our privacy policy