Need help with these two Intro to Elementary Number Theory Homework problems. Consider the function(the sum is taken over all positive divisors d of n). For example, if n = 6f(n) = Σ σ(α),d\nΣo(d)=o(1)+(2) +σ(3) +σ(6) = 20.d|6Compute f(133 372).Type your answer... Suppose that f(n) is a multiplicative function such that for any positive prime integer p and positive integer ef(p³) = (In(12p)))".where In is the natural logarithm function. Compute f(23!) using this information (notice the factorial! and refer to an earlier assignment for the formula helping with itsfactorization). Round to two decimal places.Type your answer...

1. Suppose that is a multiplicative function such that for any positive prime integer p and…

Answered: Consider the function (the sum is taken…

Advanced Engineering Mathematics

10th Edition

ISBN:9780470458365

Author:Erwin Kreyszig

Publisher:Erwin Kreyszig

Chapter2: Second-order Linear Odes

Section: Chapter Questions

Problem 1RQ

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Consider the function (the sum is taken over all positive divisors d of n). For example, if n = 6 f(n) = (d), dn Σo(d) = σ(1) + σ(2) +σ(3) +σ(6) = 20. d|6 Compute f(133.37²).