Question about Texas Instruments TI-83 Plus Calculator

Assuming you want the common antilog of 11/20:

2nd 10^x 1 1 / 2 0 ENTER

10^x is on the LOG key, to the left of the 7 key.

Posted on Nov 15, 2010

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Posted on Jan 02, 2017

You'll need to log out of facebook, then delete the remembered passwords from the browsers on your computer. This will have to be done for each browser you used to auto-log onto facebook, e.g. internet explorer, mozilla, chrome, etc. Go to the settings for privacy and you'll find options to clear data or cache and follow the steps required to do so. Then reboot your system and check the effect by navigating to facebook with each installed browser to make sure it can't log on automatically.

I hope this information allows you to resolve this issue. If you need further assistance, please post back with a comment to this thread.

If I've managed to answer your question or solve a problem, please take just a moment to rate this post....thanks!

I hope this information allows you to resolve this issue. If you need further assistance, please post back with a comment to this thread.

If I've managed to answer your question or solve a problem, please take just a moment to rate this post....thanks!

Sep 27, 2013 | Computers & Internet

try webmessenger.yahoo.com in your web browser

I believe you ae suing the wrng username or password

I believe you ae suing the wrng username or password

Jun 12, 2011 | Yahoo Messenger

4726 seems to already be on base 10

it's 4*10^3 + 7*10^2 + 2*10^1 + 6*10^0

it's 4*10^3 + 7*10^2 + 2*10^1 + 6*10^0

Mar 17, 2011 | Casio FX-115ES Scientific Calculator

Reset the router:

Step 1 Locate the reset pinhole on the back of the unit.

Step 2 With the unit powered on, press and hold the Reset button.

Step 3 Hold the Reset button for about 10 seconds.

Step 4 Release the Reset button.

Step 5 The unit will reboot. Allow 20-30 seconds before reconnecting.

Step 6 The device is now at factory defaults

**If I could be of further assistance, let me know. If this helps or solves the issue, please rate it and give a testimonial for my response. Happy New Year!**

**Thanks, Joe**

Jan 01, 2011 | Computers & Internet

Go to Garmin.com > Support > Product Registration > Choose Category > Create an account. Follow the steps listed on the site. Hope this helps.

If this solves your problem, please rate our solution. Thank you.

If this solves your problem, please rate our solution. Thank you.

Dec 25, 2010 | Garmin Nuvi 265W GPS Receiver

Your laptop frewall settings should be controlled. You may have two firewalls. One is dealing with Windows firewall, other one is dealing with your modem firewall settings. Check the both please.

Checking the firewalls:

Step 1 : open this address http://192.168.1.1 Log in with your admin password. Check the firewall settings. This will solve the problem. Or.

Step 2 Start/Desktop Manager/Security Center/Firewall

This will solve your problem I hope.

Checking the firewalls:

Step 1 : open this address http://192.168.1.1 Log in with your admin password. Check the firewall settings. This will solve the problem. Or.

Step 2 Start/Desktop Manager/Security Center/Firewall

This will solve your problem I hope.

May 02, 2010 | Acer Aspire 5315 Notebook

Hi,

It is easier to use the rules for logarithms to clean this equation before trying to solve it. And the calculator is no help here.

Let me represent the logs as follows log b in base a = log(a,b). The first argument is the base.

2*log(4,x) - log(4,3)= log(4,x)- log(4,2)

Here you have two similar terms 2*log(4,x) on the left and log(4,x) on the right. Gather them both on the same side, say the left. You have

**2*log(4,x) -log(4,x) +log(4,3) = log(4,x)-log(4,x) -log(4,2) **

which is equivalent to**log(4,x) +log(4,3) = -log(4,2)**

Gather the constant terms on the right, and use log(a) +log(b)=log(a*b)

log(4,x) = -log(4,2) -log(4,3) =**- { log(4,2)+log(4,3)}** = -log(4,2*3)

You get**log(4,x)= -log(4,6)**.

Take the constant term to the left, while changing its sign in the process. On the right remains 0, which is also the log of 1 in any base So log(4,x)+log(4,6) =0 =log(4,1)

Use the rule log(a) +log(b) = log(a*b) valid in any base, to obtain

log(4,6x)=log(4,1) which is equivalent to 6x=1. The solution is x=1/6

There are a few other shortcuts to get the solution but I preferred to take a pedestrian, step by step, approach.

Hope it helps.

It is easier to use the rules for logarithms to clean this equation before trying to solve it. And the calculator is no help here.

Let me represent the logs as follows log b in base a = log(a,b). The first argument is the base.

2*log(4,x) - log(4,3)= log(4,x)- log(4,2)

Here you have two similar terms 2*log(4,x) on the left and log(4,x) on the right. Gather them both on the same side, say the left. You have

which is equivalent to

Gather the constant terms on the right, and use log(a) +log(b)=log(a*b)

log(4,x) = -log(4,2) -log(4,3) =

You get

Take the constant term to the left, while changing its sign in the process. On the right remains 0, which is also the log of 1 in any base So log(4,x)+log(4,6) =0 =log(4,1)

Use the rule log(a) +log(b) = log(a*b) valid in any base, to obtain

log(4,6x)=log(4,1) which is equivalent to 6x=1. The solution is x=1/6

There are a few other shortcuts to get the solution but I preferred to take a pedestrian, step by step, approach.

Hope it helps.

Nov 25, 2009 | Casio FX-300MS Calculator

Please follow the steps at the link below to solve the issue:

http://support.microsoft.com/kb/310353

http://support.microsoft.com/kb/310353

Apr 14, 2009 | Microsoft Windows XP Home Edition

Look the calculators has a default base 10 and you can't change it but you may learn this:

log x base y = log x / log y

log (x*y) = log x + log y

log (x/y) = log x - log y

so instead input log 8 base 2 you need to input log 8 / log 2

your example answer is about 0.919... if i get right what did you write.

Glad to help :)

log x base y = log x / log y

log (x*y) = log x + log y

log (x/y) = log x - log y

so instead input log 8 base 2 you need to input log 8 / log 2

your example answer is about 0.919... if i get right what did you write.

Glad to help :)

Feb 21, 2009 | HP 33s Calculator

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