Problem 45770. Approximate functions 1 (★★★)

• Created by Anirban Pal

×

Like (0)

Difficulty:

(119)

Rate

• Solve Later   
• Add To GroupÂ

Compute the following sum for any given x and positive integer n.

Here m! denotes the factorial of m, which the product of all natural numbers upto m. Thus,

2! = 1x2 = 2

3! = 1x2x3 = 6

5! = 1x2x3x4x5 = 120

Avoid using for/while loops.

Solve

Solution Stats

43.86% Correct | 56.14% Incorrect

• 114 Solutions
• 46 Solvers

Last Solution submitted on Dec 31, 2024

Last 200 Solutions

Solution Comments

ANNOUNCEMENT ×

Registration Now Open for MathWorks AUTOMOTIVE CONFERENCE 2025

Hello Community, We're excited to announce that registration is now open for the...

Problem Recent Solvers46

Suggested Problems

• Back to basics 21 - Matrix replicating

  1639 Solvers

• Return the Fibonacci Sequence

  1269 Solvers

• Find the largest value in the 3D matrix

  1552 Solvers

• Given area find sides

  531 Solvers

• Squaring Matrix

  671 Solvers

More from this Author52

• Matrix indexing with two vectors of indices (★★)

  39 Solvers

• Doubling elements in a vector (★★)

  94 Solvers

• Make a checkerboard matrix (★★★★★)

  86 Solvers

• Approximate functions 2 (★★★★)

  25 Solvers

• Create logarithmically spaced values (★)

  114 Solvers