---**Evaluating Permutations**### TaskEvaluate the given expression and express the result using the usual format for writing numbers (instead of scientific notation).\[ ^{48}P_2 \]\[ ^{48}P_2 = \boxed{\phantom{0}} \]### InstructionsEnter your answer in the answer box and then click "Check Answer."---### DescriptionThis activity prompts the user to evaluate the permutation expression \(^{48}P_2\). **Background**: In combinatorics, a permutation is an arrangement of all the members of a set into some sequence or order. When evaluating \(^{n}P_{r}\), it means you are selecting 'r' objects from 'n' with attention to the order of arrangement.**Formula**:\[ ^{n}P_{r} = \frac{n!}{(n-r)!} \]In this specific case:\[ ^{48}P_{2} = \frac{48!}{(48-2)!} = \frac{48!}{46!} \]Simplifying this, you only need to consider the first two factors of 48 factorial:\[ ^{48}P_{2} = 48 \times 47 \]**Note**: The calculator will handle the factorial calculation for you when you input the computation.**Graph/Diagram Description**:There is no graph or diagram in this part of the text.### Additional Features on the Website:- **Contents**: Provides topics covered.- **Resources**: Links to extra study materials and tutorials.- **Media Library**: Collection of educational media formats.- **Success**: Monitoring progress and performance.- **Tools**: Utility and support options for calculations and submissions.### Submission:After computing the answer, enter it in the provided box and press "Check Answer" to confirm if it is correct.---

Name: ---**Evaluating Permutations**### TaskEvaluate the given expression a
Uploaded: 2024-03-20T06:46:03.000Z
Channel: Bartleby
Description: ---**Evaluating Permutations**### TaskEvaluate the given expression and express the result using the usual format for writing numbers (instead of scientific notation).\[ ^{48}P_2 \]\[ ^{48}P_2 = \boxed{\phantom{0}} \]### InstructionsEnter your answe