# How to log in to we learn for wendys - Computers & Internet

Posted by on

×

my-video-file.mp4

×

## Related Questions:

Hey Caroline, are you looking for e-learning sources? Here are some good websites for you. Feel free to take a look at them.

1. Udemy
2. RCampus
3. Learnopia
4. P2PU
5. Teachers pay Teachers

Source: Online Teaching Platfoms

Jun 05, 2017 | Computers & Internet

### How to put heater core in 1996 nissan quest

Hi Wendy, I'm Al the owner of Big As Auto Repair

Wendy, changing out a heater core is a big job and even a bigger job depending which engine size you have. With that said I'll need to know what engine size you have. Please go to my website and send that information through "Contact Us" and I'll send the information you'll need to do the job yourself. Have an awesome day Wendy! Auto Repair

Feb 16, 2015 | 1996 Nissan Quest

Help Center

Facebook Customer Phone Number Shortest Wait Best Support
Phone Number

### 650-543-4800

Feb 11, 2015 | Facebook Computers & Internet

If another account comes up, log out of it by clicking the down-pointing triangle in the upper-right then clicking "Log Out."

Jan 28, 2015 | Facebook Social Network

If another account comes up, log out of it by clicking the down-pointing triangle in the upper-right then clicking "Log Out."

### How to login to Wendy's WeLearn?

What is Wendy's WeLearn? This section is about network management.

Sep 02, 2014 | Computers & Internet

### Log4 (x+1) + log4 (x-2) =1

This is not a calculator problem. Use the rules you have learned to simplify your problem.
For a a log in any base. log(a*b) =log(a) +log(b) or log(a)+log(b) =log(a*b).
Thus
log(x+1)+log(x-2)= log[(x+1)*(x-2)]=1
Use the fact that log4=log in base 4 and rewrite the equation with the appropriate symbols. log4[(x+1)*(x-2)] =1
However 1=log4(4) and
log4[(x+1)*(x-2)]=log4(4)
The equality of the two logs implies the equality of their arguments (contents) and

(x+1)*(x-2) =4

Now you solve this quadratic equation by the methods you must have learned (sorry I have to leave some thing for you to do, to ensure that proper learning is achieved).
Once you find the roots of the quadratic equation, verify that each term in your original expression has meaning-- x+1 positive and x-2 positive.

If one of the roots makes the argument (x+1) or (x-2) negative, reject it. because the argument of a log function cannot be negative.

Dec 14, 2009 | Casio FX-300MS Calculator

### How do you input a logarithm base into the ti83 plus?

You can't it's default 10 so learn this logs:
log x base y = log x / log y
log (x*y) = log x + log y
log (x/y) = log x - log y
so just divide the logs
hope it helps

Jun 28, 2009 | Texas Instruments TI-83 Plus Calculator

## Open Questions:

#### Related Topics:

108 people viewed this question

Level 3 Expert

Level 3 Expert