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Solved 2 Questions on Applied Functional/Unassigned Section | MATH 418, Quizzes of Mathematics

University of New Hampshire (UNH)Mathematics

Material Type: Quiz; Class: Appl Functn/Unassigned Section; Subject: Mathematics; University: University of New Hampshire-Main Campus; Term: Fall 2006;

Typology: Quizzes

Pre 2010

Uploaded on 09/24/2009

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koofers-user-xyu 🇺🇸

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NAME: Mitrajit Dutta SCORE: 10
MATH 418: Quiz 6 October 20, 2006 (Friday)
•No calculators allowed.
•No partial credit should be expected if the final answer is incorrect.
1. Let x= log2(3) and y= log3(5). Express log18(810) as an algebraic expression in x
and y. This expression must not include log(·· ·)’s.
ANSWER: 4x+1+xy
2x+1 5 pts.
2. Solve for xin the domain [0, π/2]:
ecos(2x)−ecos2(x)= 1 −√e.
ANSWER: π/45 pts.
Good luck — Mitrajit.
1

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Download Solved 2 Questions on Applied Functional/Unassigned Section | MATH 418 and more Quizzes Mathematics in PDF only on Docsity!

NAME: Mitrajit Dutta SCORE: 10

MATH 418: Quiz 6 October 20, 2006 (Friday)

  • No calculators allowed.
  • No partial credit should be expected if the final answer is incorrect.
  1. Let x = log 2 (3) and y = log 3 (5). Express log 18 (810) as an algebraic expression in x

and y. This expression must not include log(· · ·)’s.

ANSWER:

4 x+1+xy 2 x+1 5 pts.

  1. Solve for x in the domain [0, π/2]:

e

cos(2x) − e

cos^2 (x) = 1 −

e.

ANSWER: π/ 4 5 pts.

Good luck — Mitrajit.