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# can a decimal be an integer?

Can a decimal be an integer?

## Research, Knowledge and Information :

### Can a decimal be an integer - Answers.com

Can a decimal be an integer? ... A decimal can be a positive integer or a negative integer or neither of the above. For example: 26.0 is a positive integer.
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### Can an integer be a decimal? How? - Quora

Can an integer be a decimal? How? Update Cancel. Answer Wiki. 5 Answers. ... Integer can be in base 10 as well as in any other base system. If you mean ...
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### Integer - Wikipedia

... such as bignums, can store any integer that fits in the computer's memory. ... 16, etc.) or a memorable number of decimal digits (e.g., 9 or 10). ...
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### Can decimal numbers be an integer? - Quora

Can decimal numbers be an integer? Update Cancel. ... Can an integer be a decimal? ... You can make an integer set of numbers written exactly in base B, ...
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### how can I convert a decimal to an integer? - MATLAB Answers ...

how can I convert a decimal to an integer?. Learn more about convert decimal integer
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### sql server - Converting a decimal to a integer - Stack Overflow

... (t1.UserPercentage,0) AS UserPercentage Current the t1.UserPecentage column is a decimal ... I want to convert it to an integer. Since the value can be NULL, ...
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### A decimal value in a column is rounded up or down to an ...

Dec 07, 2006 · The decimal value is rounded up or down to an integer value. ... you specify the maximum number of digits that can be stored to the right of the decimal ...
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### Whole Numbers and Integers - Math Is Fun

Whole Numbers and Integers ... Because you can't "count" zero. ... And everyone agrees on the definition of an integer, ...
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### Conversion.Int Method (Decimal) (Microsoft.VisualBasic)

Int Method (Decimal) Int Method (Decimal) Int Method (Double) ... Both the Int and Fix functions remove the fractional part of Number and return the resulting integer ...
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## Suggested Questions And Answer :

### what is a decimal?

A decimal is a number writtten in decimal notation. When numbers are written in decimal notation, they are written with a decimal point. e.g. 132.74 is a decimal (number) But 132 is an integer - it is a whole number However 132. ( a decimal point after the number but no zeros) is also a decimal number For clarity, 132. should be written as 132.0 When you have one number (integer) over another number (integer) then that is a fraction e.g. 132 / 217 is a fraction, since the numerator is smaller than the denominator, and 217 / 132 is an improper fraction, because the numerator is greater than the denominator. A compound fraction, or mixed number,  is made up of an integer and a (proper) fraction, e.g. 27 11/13
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### can a decimal be an integer?

That depends on what you mean by decimal. If you mean a number that has at least one digit to the right of the decimal point, then the answer is yes.  1.0 is an integer.  2.0 is an integer. If you mean a number that has at least one non-zero digit to the right of the decimal point, then the answer is no.
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### what is the diffrence between a whole number and a fraction?

fractions are also known as rational numbers (they can be written as repeating decimals or decimals that have an ending) pi is not rational cause it never ends a subset (smaller set) of rational numbers are the integers (positive and negative whole numbers) a subset of the integers are whole numbers which begin with 0 and go up by 1's As a Venn diagram it would be 1 big circle titled fractions (or rationals), a smaller circle completely inside the big one titled Integers and then a 3rd circle inside the 2nd titled whole numbers.
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### how to convert 321.143 into hexadecimal

Use remainder method to convert the decimal (base-10) to the hexadecimal (base-16).  Divide the given decimal, 321.143, into two parts: one is whole number part, 321, and the other is following fractional part, 0.143. In whole num. part, the decimal num., 321, is devided successively by the base of hexadecimal, 16, until the quotient is zero.  The hexadecimal num. is found by taking the remainders in the reverse order.  321÷ 16=20 R1, 20÷16=1 R4, 1÷16=0 R1  Therefore the hexdecimal num. for 321 is 141. In fractional part, the decimal fraction, 0.143, is multiplied successively by 16.  The hexadecimal fraction is formed from the integer part of the products taken in the same order in which they were determined.  0.143×16=2.288, 0.288×16=4.608, 0.608×16=9.728, 0.728×16=11.648, 0.648×16 =10.368, 0.368×16=5.888, 0.888×16=14.208   Since 10,11 and 14 in decimal num. are A,B and E in hexadecimal num. respectively.  Thus the hexdecimal fraction for decimal fraction, 0.143, is 0.249BA5E.  Therefore, the hexadecimal representation of decimal 321.143 is 141.249BA5E.   In the same manner, the octal representation of decimal 321.143 is 501.1111564.
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### how do i find the area of a rectangle 1 1/4 inches by 7.25 inches?

Let's work with either fractions or decimals, but not with both at the same time. We'll start with decimals. 1 1/4 inches is 1.25 inches (divide 4 into 1.00 to convert 1/4 to decimal: 1.00/4=0.25). Multiply 1.25 by 7.25=9.0625 sq in. To multiply the decimals you can use long multiplication to multiply 125 by 725, and put the decimal point in later. Where does it go? Count the number of digits following the decimal point for each number and add the counts together. Each has 2 digits after the decimal point and 2+2=4, so the decimal point goes in four digits from the end and 90625 becomes 9.0625. Let's work with fractions. We've seen that 0.25 is 1/4 so 7.25=7 1/4. To multiply two fractions together convert them to improper fractions: 1 1/4 is 5/4 (4 times the integer 1 plus the numerator 1 is 5 and divide by the fraction denominator); 7.25 is 7 1/4=29/4 (4 times 7 plus 1=29 divided by 4). Now multiply 5/4*29/4=145/16=9 1/16 sq in.
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### Is 0.25 greater than, less than, or equal to 0.250 and why

There are two answers, I guess, the main and most mathematical answer is 0.25 is equal to 0.250, because “trailing” zeroes after the decimal have no significance on the magnitude of the number, any more than leading zeroes have on integers or on the integer part of a number. So what's the other answer? The additional zero may be an indication of accuracy: 0.250 to 3 decimal places accuracy. But since there's no more information we don't know whether 0.250 is a rounded number between 0.2495 and 0.2504. Without further information, equality is the only answer.
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### smallest 3 digit prime number converted to decimal

All prime numbers are by definition positive integers. The smallest 3-digit integer is 100 and the smallest 3-digit prime number is 101 (decimal). The smallest 3-digit number in any base is 101 in binary (base 2) which, converted to decimal, is 5.
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### how do you find the square root of 15 by hand?

It looks like long division. First divide the number 15.000000... into pairs of digits moving left and right from the decimal point: |15|.00|00|00|...|00|. You can draw a line over the top as you might do in long division where you will be placing the answer. You then want the nearest integer square to 15 which is lower than it. 9 is the nearest (16 is too big). Write 3 over 15 in the answer and follow it by the decimal point. Write 9 under 15, subtract 9 from 15 and write  the result under the 9. Bring down the pair of zeroes, making 600. Double 3 in the answer, making 6, and write it to the left as you would write a divisor in long division. You are now looking for a number to go with 6 so as to make a number between 60 and 69. The digit you add will also be used to multiply so that the result is as close to 600 (the "remainder" so far) as you can make but it must be less than 600. 8 fits this requirement because 68*8=544. Subtract 544 from 600 leaving 56 and bring down the next pair of zeroes making 5600. Write 8 in the answer over the first pair of zeroes, following the decimal point. The answer so far: 3.8. Double the answer ignoring the decimal point (76). We're now looking for a digit to tack on to 76 that will produce a number less than or equal to the remainder 5600. 7 fits this requirement: 767*7=5369. The answer so far is 3.87. Subtract from 5600=231. Bring down the next pair of zeroes=23100. Double the answer as before=2*387=774 and continue to find the next digit, which is 2, because 3 would give 23229. Continue until you reach the required number of decimal places, remembering for every pair of zeroes you bring down there is only one digit on the answer.
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### What is 6.55 times 3.12?

Don't worry about the decimals. There's an easy trick at the end. I assume you can do the long multiplication? Ignore the decimal points and multiply 655 by 312=204360. Now to insert the decimal point. Count the number of decimal places for each number. There are two for each. Add the 2's together to get 4, now count 4 places from the right in 204360 and put in the dec pt: 20.4360. Another way to work out where the dec pt goes is to use estimates. Look at the two numbers and multiply their integer (whole number) parts: 6*3=18. The answer is going to be close to 18. Use the Goldilocks method: you can't put the dec pt just after the 2, the answer would be too small; you can't put it after 204, it's too big; but after 20, it's just right!
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### 0.34545... decima to fraction

Look for the part that repeats, the recurring decimal. We need to separate the fixed part from the recurring part. In this case, multiply the decimal by 10 to give 3.4545... The recurring part is 45. Divide this 2-digit number by the number with as many 9's: 45/99=5/11. When we separated the decimal we had 3.45... We can now replace the recurring decimal with 5/11. Make it into an improper fraction by multiplying the integer 3 by the denominator 11 and adding the numerator 5. We divide the result by the denominator 11 giving us 38/11. But we have to compensate for multiplying by 10 to separate the two parts of the decimal, so now we divide this fraction by 10: 38/110, which cancels down to 19/55. Check this out on a calculator and you'll see it's 0.34545...
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