1
algebra

If 10x=5010x = 50, what is the value of xx?

A

5

B

40

C

500

D

60

Correct Answer: A

Choice Choice B is the correct answer. This straightforward multiplication equation uses friendly numbers.

  1. Start with the equation: 10x=5010x = 50
  2. Divide both sides by 10: x=5010x = \frac{50}{10}
  3. Simplify: x=5x = 5
  4. Verify: 10(5)=5010(5) = 50 βœ“

πŸ’‘ Decimal Pattern: Dividing by 10 is easyβ€”just move the decimal point one place to the left: 50.0β†’5.050.0 \rightarrow 5.0.

Choice Choice B is incorrect because this results from subtracting: 50βˆ’10=4050 - 10 = 40. Subtraction is not the inverse of multiplication.

Choice Choice D is incorrect because this comes from adding: 50+10=6050 + 10 = 60. Addition doesn't undo multiplication.

Choice Choice C is incorrect because this results from multiplying: 50Γ—10=50050 \times 10 = 500. This compounds the multiplication instead of reversing it.