Random Quiz
Quizzes
Featured
Popular
Type
Ratings
Favorites
Difficulty
Length
Date
Guides
Categories
Overview
Sports
Geography
Music
Movies
Television
Just For Fun
Miscellaneous
History
Literature
Language
Science
Gaming
Entertainment
Religion
Holiday
Quiz Lab
Summary
Popular
Recent
Games to Consider
Editor Picks
Curator Picks
Create
Dashboard
Create a Quiz
FAQ
Creation Guides
Achievements
All Badges
Newest
Oldest
Leaderboards
News
Announcements
Community
Badge News
How To
Articles
Live Trivia
Overview
Locations & Scores
Leagues
Pub Owners
Private Events
Contact
Become a Host
x
Logarithmic Functions
Random
Just For Fun
Quiz
Can you name the Logarithmic Functions?
by
kenkyl
Quiz not verified by Sporcle
Popular Today
Vocabulary Blitz X
16,899
Cartoon Characters Slideshow (A-Z)
12,959
UK or France?
11,200
Three Movies: 'S' Actors
10,503
Anything but Harry Potter
10,308
And more...
share
embed
plays
Rate 5 stars
Rate 4 stars
Rate 3 stars
Rate 2 stars
Rate 1 star
How to Play
Click the green button to start and enter the correct answers below
Evaluate the functions. example: log_2 4 = x; x = 2. sr(x) is used for square root. ln is log_e or natural log. log is log_10. ^ is used for exponents.
Score
0
/20
ll
Timer
04:00
Play
Challenge
← Prev
:
Next →
You got
% correct
Average Score:
%
Share Result
Replay Game
Challenge Friends
Full Results
Function
Solve for x
log 1 = x
log_2 (2x - 4) = 5
log_x 81 = 4
log_5 (2x+3) = log_5 7
3*log_2 x = -log_2 27
ln e^5 = x
log_2 sr(2) = x
log_5 (1|25) = x
3^x = 15 (simplify into a log or ln)
log_5 x = 0
Function
Solve for x
log_2 32 = x
log x = -1
log_4 16 = x
log_x sr(8) = 1.5
log_3 27 = 2x - 5
log .01 = x
(1|2)*log_3 x = 2*log_3 2
ln 1 = x
2^x = 10 (simplify into a log)
log_5 (1|125) = x
Friend Scores
Player
Best Score
Plays
Last Played
You
You haven't played this game yet.
You Might Also Like...
1-100
Drawing a Blank
The Odd/Even Challenge
(warning: may contain spoilers)
Show Comments
Extras
Report
Nominate
Tags:
calculus
,
function
,
functional
,
logarithm
,
solve
Go to the Sporcle.com Mobile Site →

## Show Comments