I need to Use a calculator to approximate sqrt 3/5  to the nearest hundredth.?
926155
It should be between .77 and .78.  You can decide how to round---up or down depending on your teacher's instructions.
926417
as for example we will use the number of 999. 7865433\n\nround this number to ihr nearest 10 th \n\nwe look at the digit in the 100th place : if it's less than 5 we leave the number next io it ( the digit in the 10 th place ) as it is ( we don't change it ) if it 5 or more the digit in the 10 th place becomrs one more ( let say the digit { in the 10 th place } is 5  and the digit in the 100th places is 5 or more   then it become 6 ) we we round like this we drop the rest of the digits \nwe round  to the 100th and 1000th place , any place using the above rule /\n\n69 to the nearest 10th = 70\n\n496 to the nearest 100th = 500\n\n8364 to the nearest 1000th = 8000
918039
get a calculator with fraction symbol.\n\n\nfigure out the pattern.\n2/4 = 1/2\n3/6 = 1/2\n4/10 = 2/5
751678
to the nearest thousand is -11,000\nto the nearest hundred is -10,600
241551
I assume you mean a sq rt of a third.\n\nsqrt( 1/3) = 0.5774
171301
The square root of 3 is an irrational number, however, we can approximate it using a bit of calculus.\n\nWe know the sqrt of 4 = 2.  4 is pretty close to 3, so we can estimate the sqrt of 3 to be,\nsqrt(4) - (1/(2*sqrt(4)))*(1) = 1.75\n\nBy plugging sqrt(3) into a calculator, we get about 1.732060808, which is pretty close to our estimate.  The close the numebr you choose to 3, the closer your estimate will be to the "true" value.
925623
1.10\n\nthat's the nearest ten ...look..\n\n1.11 take away 1...would be 1.10...and that's the nearest 10 and if it was 1.45 the nearest ten would be 1.50..because when you come to a 5 you always round up not down.\n\n1.63 would be 1.60 because 1.60 is nearest to 63 than 70 would be.\n\n2.67 would be ..2.70 because it's nearest to 70.\n\nHope that's clear enough?
866943
My answer rounded to the nearest tenths is 3,557,828,491.8
779807
Yiu would first decide how many decimal places you are going to consider.  The usual is 3.  Then work it from there...;
126603
The above method will not work, as the data will overflow. The factorial of 5000 is a very large number, and will not fit in any atomic data type.\n\nI will not give the answer outright here, but I will let you know the steps required.\n\nThe most obvious thing to do is create an arry of "int", where each member of the array holds a single digit. As far as how many digits you require, you may use Stirling's asymptotic approximation to figure out the approximate value of 5000!. You can get the formula for the approximation here:\n\nhttp://en.wikipedia.org/wiki/Stirling's_approximation\n\nMake sure that you add on a few extra places for safety.\n\nNow, your array should start off will every element being zero, except for the last one, which is 1. This corresponds to the factorial of 1.\n\nNow, inside of a loop from 2 to 5000, you basically need to do a long multiplication of the current array by the loop value. At each position, you need to do exactly as you learned in grade school - do the muliplication, add the carry, and store the last digit (mod 10 of result), and compute the carry (div 10 of result) and continue.\n\nTry for some increasingly larger numbers, and for small numbers that are less than 69!, you can verify the first few digits from your calculator. For larger numbers, you can again use Stirling's approximation to find out if you are in the right neighbourhood.\n\nI know that I have left some of the details a bit fuzzy here, but there is enough information to get you started in the right direction.\n\nHope this helps and good luck!
1051751
Use yor calculator....
389904
Multiply 12.75 by a conversion factor of 2.54 for an approximation.  It's a little over 32
1175074
if yoru trying to multiply 75% of 2.52 then either enter 2.52 times 0.75 (equivalent to 3/4) or\n2.52 /4 times 3...= 1.89\n\nif you want to divide 2.52 by 3/4 then it is \n2.52*4/3 or 2.52/3 times 4 or 3.36
810525
Move the decimal two places to the left.\n.3455
43951
you have to look at the 4th decimal place and if it is 5 or greater then you must raise the 3rd place to the next digit, if teh 4th decimal is 4 or less then you keep the number the same\n\n2986.342
355798
divide the top number by the bottom number 3/4 divide 3 by 4 = .75
878923
Make a program on your calculator.\nView the snippet in the link for code.