Algebra, NAPX9-TLB-19 v3

Question

Which expression equals p\large p4^4?

Worked Solution
{{{correctAnswer}}} = p×p×p×p×p×pp×p\dfrac{\large p \times p \times p \times p \times p \times p}{\large p \times p}
= p\large p × p\times\ \large p × p\times\ \large p × p\times\ \large p
= p\large p4^4

Variant 0

DifficultyLevel

547

Question

Which expression equals p\large p4^4?

Worked Solution
p×p2×p3p×p\dfrac{\large p \times p^2 \times p^3}{\large p \times p} = p×p×p×p×p×pp×p\dfrac{\large p \times p \times p \times p \times p \times p}{\large p \times p}
= p\large p × p\times\ \large p × p\times\ \large p × p\times\ \large p
= p\large p4^4

Question Type

Multiple Choice (One Answer)

Variables

Variable nameVariable value
correctAnswer
$\dfrac{\large p \times p^2 \times p^3}{\large p \times p}$

Answers

Is Correct?Answer
x

2p2\large p × 2p\times\ 2\large p

x

p3+p3p2\dfrac{\large p^3 + p^3}{\large p^2}

x

5pp\dfrac{5\large p}{\large p}

✓

p×p2×p3p×p\dfrac{\large p \times p^2 \times p^3}{\large p \times p}

Tags