What is a good teacher website to find examples of estimating decimals as integers?
79029
you requested ASAP but let this question sit here unresolved for the last  2 months? lets vote.
626750
Best site I've found is:\n\nhttp://www.metric-conversions.org/\n\nAs it has downloadable tables, an online calculator and also you can put one on your website.\n\nAlternately:\n\nhttp://www.onlineconversion.com/\n\nhas a wide range but is stuffed with ads (also has a downloadable converter with free 45 day trial)
560876
http://www.algebrahelp.com\nhttp://www.factmonster.com\nhttp://www.mathisfun.com\nhttp://www.edhelper.com (can print free worksheets)\n\n(These should be helpful.  I teach 8th grade algebra)
88080
there is one you can use for A LITTLE BIT of math/algebra. it's www.algebrasolutions.com
1003152
Too large to print here.\n\nBut you can get the first million decimal places at the following link...
1146295
I suggest, without going into Decimal to Binary conversion, you use the calculator supplied with Windows.  If you pull up the calculator and then click on VIEW and select SCIENTIFIC, you'll get the conversion capabilities. Just type in the decimal number and then select binary. I also suggest you take the IP address and do it in sections, ie. the groups separated by the decimal point.  If you do the ENTIRE address, the BINARY result will be huge. This begs the question...WHY?\n\nGood luck.
457350
www.webmath.com\nI use it for all of my math questions
795208
download.com\nsearch for mathtype software and download it!\nall the best!
520168
Try this:\n\nhttp://www.algebra.com/
751436
math.com is an awsome site to go to, i use it for my hw help!
472561
http://www.calculator.com/
1154865
math.com\nor gomath.com \nthere are some others just type in math problem answers online or just type in the problem and see what comes up
366105
I always have to use a table. In the column header put your decimal equivalents of binary. 128 64 32 16 8 4 2 1 etc. \n\nTo convert the 107 to binary start at the left of the table. Find the biggest decimal equivalent that can be subtracted from your decimal number. That column gets a 1. Do the subtraction and then work with the result. If the next binary equivalent is larger than the previous result then that column gets a 0 and you move on to the next column. \n\nThese examples look lousy because of text formatting. If you write them out in a table you should understand them better.\n\n\nSo for 107\n\n64      32      16      8      4      2      1\n107-64  43-32   -       11-8   -     3-2     1-1\n1        1      0       1      0       1       1\n     \n\nFor converting binary to decimal do a table with the decimal equivalents at the top.\nPut your binary number in the next row. Then in the next row carry down the decimal equivelent in each column if there is a 1. Add up the row \n\n128  64  32  16  8   4   2   1\n     \n1    0    1   0  0   1    1  0\n\n128+ 0+32+ 0+  0+  4+  2+  0   =   You work this out
796176
If you go to Acessories on your desktop you should be able to find one there, however this link takes you to a calculator site which is very eay to use. \n\nhttp://www.math.com/students/calculators/source/basic.htm
815141
You can find a bunch of them in this website:\nhttp://www.mathpuzzle.com/
29868
http://www.bymath.com\n\nand this is my weblog it is new but it will been good in future http://bymath.blogfa.conm\nDont forget comment!!!
285042
:-)\n\nWell, while I was in school, I wasn't a person who would give the numeric answer to a math question...\n\nHowever--the courteous person that I am--would take the time out to show my requestor HOW to solve the problem...\n\nIn an equation such as this--where the denominator is "100", the easiest thing to do is consider this...\n\nRegardless of the situation, there is only 100% in any and everything. You can not have more than 100%. 100%, then, represents the whole. \n\nWhen you are trying to figure out what percentage is of something, you simply divide the numerator by the denominator and multiply it by 100.\n\nSo if the equation was 2/3=what percent... You would divide the "2" by the "3" and get an answer to the effect of "0.66". Since percentages generally represent all digits to the hundredths place, your answer would initially be "0.67" after rounding up.\n\n(Note: Percentages can be made to cover more than the hundredths place, but I am sure that your teacher is not looking for much more accuracy than that...) \n\nBeing that we are looking for the appropriate percentage, we are then going to multiply "0.67" by "100". Our answer then is "67%".  So 2/3=67%...\n\nIn closing, remember, divide the numerator by the denominator and then multiply it by "100"...\n\nHope that helps...