Question about Nakamichi SoundSpace 5 Shelf System

Someone graciously posted instructions on how to do this. I tried the instructions as given as well as every permutation on the planet - and still am not able to set the presets.

this is ridiculous. anyone have the actual instructions from the manual that they can post or scan and send to me?

I would be most appreciative.

thanks, plaza

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The solution is really very simple.

This unit is capable of a total of 30 presets.

10 AM presets in 2 groups (AM1 & AM2).

20 FM presets in 4 groups (FM1 - FM4).

Each of the individual groups can have a total of 5 presets.

In other words, there are 6 groups of 5 presets (**AM1** **AM2** **FM1** **FM2** **FM3** **FM4)** for a total of 30 presets. Hope that makes sense.

You have preset buttons 1-3 on the top of the unit. Preset button #3 is the __ MEMORY__ or "set" button.

Try these steps and you should be up and running.

1. Choose which band you want to use. ie. AM1 AM2 FM1 FM2 FM3 FM4.

2. Tune in a station

3. Click the #1 preset button and watch the screen, let's say that you have tuned into the station FM 100.0, the station frequency is displayed along with the "group" you're in (ie. AM1...FM4) and you will also notice a number in between your "group" id and your station. This is the # you're going to set and the way to change this from 1-5 is simply by pressing the #1 preset button until the # comes up that you want to save it to.

4. Press #3 Preset button (labeled "

5. That's it, now do all the stations you want but be mindful that once you have programmed 5 presets to any given group, you have to move on to the next group until you've maxed out the total # of presets.

Hope this helps.

Posted on Feb 07, 2009

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Posted on Jan 02, 2017

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Given your other questions you posted today, I'm going to assume P is permutations.

P(7,4) = 840

P(6,3) = 120

P(5,4) = 120

If thi is homework, be sure to show your work.

P(7,4) = 840

P(6,3) = 120

P(5,4) = 120

If thi is homework, be sure to show your work.

Nov 10, 2016 | Office Equipment & Supplies

1 to 9 sounds wrong, it should ben 10 to 9 if it is permutation order 10

Aug 13, 2008 | Microsoft Computers & Internet

Do you want combinations or permutations? They're different things. A combination of n items taken m at a time, sometimes written "nCm", selects m items from a group of n without regard to order. A permutation of n items taken m at a time, sometimes written "nPm", selects m items from a group of m with regard to order.

Given six numbers, there are six combinations of one number, 15 combinations of two numbers, 20 combinations of three numbers, 15 combinations of four numbers, six combinations of five numbers, and one combination of six numbers.

Given six numbers, there are six permutations of one number, 30 permutations of two numbers, 120 permutations of three numbers, 360 permutations of four numbers, 720 permutations of five numbers, and 720 permutations of six numbers.

Given six numbers, there are six combinations of one number, 15 combinations of two numbers, 20 combinations of three numbers, 15 combinations of four numbers, six combinations of five numbers, and one combination of six numbers.

Given six numbers, there are six permutations of one number, 30 permutations of two numbers, 120 permutations of three numbers, 360 permutations of four numbers, 720 permutations of five numbers, and 720 permutations of six numbers.

Oct 22, 2014 | Office Equipment & Supplies

Number of permutations of n **distinct objects** taken **n **at a time (arrangements) is given by

**P=n!** In this case **7!**

However the 2**O** are **not distinguishable** one from the other. The number above must be divided by 2!

Similarly the two** L **are** not distinguishable **one from the other**. **The** **result above must be divided by** 2!**

Finally, the total number of permutations of the letters in HOLLOW is

**7!/(****2!*****2!**)=1260

However the 2

Similarly the two

Dec 10, 2013 | Office Equipment & Supplies

This question was answered here in 2009 by

**MIKE PHILLIPPI**...

as follows...

**The company name is Planet Toys, LTD.**

They do not have online manuals, but here is their contact info so you can request a new users guide. Hope this helps.

**Questions? Comments? Concerns?**

Your satisfaction is very important to us and we look forward to hearing from you!

Call our Consumer Hotline: (877) 386-8697

or Email us at: help@planettoysltd.com

**Corporate Office**

200 5th Avenue

Suite 1139

New York, NY 10010

as follows...

They do not have online manuals, but here is their contact info so you can request a new users guide. Hope this helps.

Your satisfaction is very important to us and we look forward to hearing from you!

Call our Consumer Hotline: (877) 386-8697

or Email us at: help@planettoysltd.com

200 5th Avenue

Suite 1139

New York, NY 10010

Sep 02, 2017 | Planet Toys Csi Dna Lab

hey,,,,

try to go for restore to last good configuration on the F8 or startup page...

if it works its well and fine...

if not...

u will need a bootable cd of ur OS..

insert ur cd...

and restart your computer...

the system boots via cd rom..

OS setup starts and follow the instruction provided by setup guide...

if u reinstall it might work...

if not then

format ur hdd and install the os..

regards

try to go for restore to last good configuration on the F8 or startup page...

if it works its well and fine...

if not...

u will need a bootable cd of ur OS..

insert ur cd...

and restart your computer...

the system boots via cd rom..

OS setup starts and follow the instruction provided by setup guide...

if u reinstall it might work...

if not then

format ur hdd and install the os..

regards

Mar 18, 2010 | Acer Aspire 5315 Notebook

Hello,

Use the sequence [2ndF][nPr] for permutations and [2ndF][nCr] for combinations.

Exemples: 10(nPr)3 is entered as 10[2ndF][nPr]3 [=] gives 720

5(nCr)2 is entered as 5 [2ndF][nCr] 2 [=] gives 10

Hope it helps.

Use the sequence [2ndF][nPr] for permutations and [2ndF][nCr] for combinations.

Exemples: 10(nPr)3 is entered as 10[2ndF][nPr]3 [=] gives 720

5(nCr)2 is entered as 5 [2ndF][nCr] 2 [=] gives 10

Hope it helps.

Apr 09, 2009 | Sharp EL-531VB Calculator

A user at the site listed below was gracious enough to have scanned and posted it in .pdf form on his server. The link will take you there but his server is not available until after noon EST each day. I cut and pasted the post from another forum.

Posted on Monday, January 02, 2006 - 02:41 pm: Here is a link to a website where someone I sent a copy of the manual to was gracious enough to post it:

http://home.tampabay.rr.com/howser

mikeyB Unregistered guest

Posted on Monday, January 02, 2006 - 02:41 pm: Here is a link to a website where someone I sent a copy of the manual to was gracious enough to post it:

http://home.tampabay.rr.com/howser

mikeyB Unregistered guest

Aug 26, 2008 | Alpine Car Audio & Video

Permutation : Permutation means *arrangement* of things. The word *arrangement *is used, if the order of things *is considered*.

Combination: Combination means*selection* of things. The word *selection* is used, when the order of things has *no importance*.

Combination: Combination means

Jul 11, 2008 | Curtis-Mathis CM32010 TV

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Usually answered in minutes!

MisterMr - Thank you very much. I'll give it a try and see if it works!

plaza

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