Science Forums
Advanced search
User Name
Password

Science Social Network
home    members    help/rules    who is online    contact   

Go Back   Science Forums > Help and Advice > Questions and Answers
Become a science forums sponsor today
Comment
 
LinkBack Question Tools
Published by ThisIsMyName 11-19-2007
I'm doing a Pre-Calculus section review & this section has been difficult for me. So I do have quite a few questions.

No, they're not "Give me the answer" questions... They're "Am I doing this right?" questions.

The first one I have is about Graphs of Trigonometric Functions: Angles/Radians.
The instructions are: Evaluate each expression.

Sin 7π/6.

OK, the problem with this one is I'm not sure which formula I should use to solve it.

2. Instructions (same section): Given the measurement of a central angle, find the length of its interception arc in a circle of radius 14 centimeters. Round to the nearest tenth.

5π/12
What I want to do:
5π/12 x π/180

and then s=rө
s= 14(ans)

I don't have my calculator on me at the moment.... All I want to know is if that's the right track... not the answer*

3. Find the area of each sector given its central angle ө and the radius of the circle. Round to the nearest tenth.

ө= 5π/12, r= 10

A= 1/2r^2ө

Is that the formula I need?

4. Find each value by referring to the graph of the sine or the cosine function.

sin 11π


I have no idea. I need a formula for this one, too.

Think anyone can help me out?? (Again, I don't want answers...... just formulas and/or "Yeah! You're on the right track!" or "You need to rethink your process."

Thanks!
  #1  
By billby on 11-19-2007
Re: I need help with some math

hi
Quote:
Originally Posted by ThisIsMyName View Post
The first one I have is about Graphs of Trigonometric Functions: Angles/Radians.
The instructions are: Evaluate each expression.

Sin 7π/6.

OK, the problem with this one is I'm not sure which formula I should use to solve it.
ok so by the looks of things you want a numerical value for
this is a nice simple question that i think is supposed to get you to think about the nature of periodic functions, like the sine function.
so my advice would be, forget formule and just remember that functions like sine and cosine are periodic, ie.

as i can't quite tell for sure what question 2 is asking, i have my suspicions but they can pipe down, so i won't offer any assistance there.

Quote:
Originally Posted by ThisIsMyName View Post
3. Find the area of each sector given its central angle ө and the radius of the circle. Round to the nearest tenth.

ө= 5π/12, r= 10

A= 1/2r^2ө

Is that the formula I need?
you can use that formula.

Quote:
Originally Posted by ThisIsMyName View Post
4. Find each value by referring to the graph of the sine or the cosine function.

sin 11π


I have no idea. I need a formula for this one, too.
you seem to be a bit reliant on formule, again this boils down to sine being a periodic function. so there would be two ways of doing this, simplify as you did (or maybe will do) in question 1 or draw your graph of

well i hope i was of some help and didn't give away too much.
Reply With Quote
  #2  
By ThisIsMyName on 11-19-2007
Re: I need help with some math

Thank you, you were... But aren't formulas what math is all about?
Reply With Quote
  #3  
By billby on 11-20-2007
Re: I need help with some math

to a degree yes. knowing a formula is all well and good but if you can understand how the formula comes about and gives the result it does you won't be sitting in a maths exam wondering which formula to use.
Reply With Quote
  #4  
By ThisIsMyName on 11-20-2007
Re: I need help with some math

T.T It's a miracle I got past fourt grade multiplication, nonetheless Calculus. *cries*

I appriciate your help (again) THANKS! ^.^
Reply With Quote
  #5  
By sanctus on 11-25-2007
Re: I need help with some math

For the formula used in question 3 there is an easy "mnemotechnic" (and also shows the utility of radians). The area of a section is always {\it A}=\frac{1}{2}\theta r^2 even if the section is the full circle, then you just get the usual formula for the area of a circle; replacing \theta with 2\pi you get just:
{\it A}_{circle}=\pi r^2
Reply With Quote
Comment

Bookmarks

Currently Active Users Viewing This Question: 1 (0 members and 1 guests)
 
Question Tools

Posting Rules
You may not post new threads
You may not post replies
You may not post attachments
You may not edit your posts

BB code is On
Smilies are On
[IMG] code is On
HTML code is Off
Trackbacks are On
Pingbacks are On
Refbacks are On

Similar Threads
Question Question Starter Category Comments Last Post
Mental math Rosy Websites 0 11-14-2007 03:02 AM
Math Help Needed! sherman Physics and Mathematics 15 01-25-2006 06:05 AM
New Math Identity? cindy 2005 Physics and Mathematics 19 08-29-2005 03:42 AM
Math problem User2983 Physics and Mathematics 6 04-28-2005 05:52 AM


All times are GMT -8. The time now is 08:34 PM.

Hypography?

Hypography [n.]: A combination of "hyperlink" and "bibliography" - ie, a list of links to electronic documents. Comparable to discography and bibliography, but not cartography.

We have been online since May 2000, and aim to be the best place to find and share science-related content of all kinds.

Share the love!

Please add more science to your life. Use our RSS feeds on your blog, your portal, or your favorite feedreader!

Powered by vBulletin® Version 3.7.2
Copyright ©2000 - 2009, Jelsoft Enterprises Ltd.
SEO by vBSEO 3.2.0 ©2008, Crawlability, Inc. Copyright © 2000-2008 Hypography
Part of the Hypography - Science for Everyone Network
Powered by GARS © 2005-2008