0
The answer would be 0.90
The easiest way to think of decimals is in terms of something over 100.
For example:
You want to figure out 2 over 5 in decimal form.
1. Multiply the denominator by something so it equals 100.
5 x _ = 100
5 x 20 = 100
2. Multiply the numerator by the same number you multiplied the denominator by.
2 x 20 = 40
3. Put them together in fraction form.
40/100
4. Take the new numerator and move the decimal place two to the right.
40.0 = 0.40
Now you have you answer: .40
I hope that wasn't too complicated. I'm not very good at explaining things.
If anything, you can use a calculator and just divide the numerator by the denominator. :)
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Luis starts to do a division problem and notices that there is a pattern in the digits to the right of the decimal point?
The pattern could be that of recurring decimals.
What is a terminal decimal in math?
A decimal that does NOT recur to infinity. e.g. 3.2424 is a terminal decimal 3.242424.... is a recurring to infinity decinal. Note the use of three or more stops after the last (right hand) digit. e.g. Terminal decimals 3.1 3.12 4.156. 0.1234 et seq.,
What are repeating and non repeating decimals?
A repeating decimal is a decimal that, well, repeats itself! Like .33333333333333....... The threes never end, they just keep going. Non-reapeting are decimals like .5 or .3 or .57. They end! :)
What is a decimal number greater than 0.5 and less than 0.6?
there are infinite numbers between these decimals. you could have .51 .511 .5111 .51111 .51928471289347 .5918237498 .59283759823758923 as long as you keep making the number greater. all these numbers are decimals between. 0.5 and 0.6
When do superheroes use decimals?
Well, isn't that just a happy little question! Superheroes might use decimals when measuring their powers or abilities with great precision. For example, they could use decimals to track their speed, strength, or even the amount of force they need to save the day. Decimals can help superheroes be very accurate and make sure they're always at their best when helping others.
Could remainders go with decimals?
no, there would be absolutely no place to put them in your decimal.
Could the set of rational numbers include all decimals?
No, they could not. Irrational numbers are also decimal numbers.
What is the purpose for leaving decimals at the end of a number?
Leaving decimals at the end of a number is to give more accuracy. Sometimes it is needed, sometimes its not though. For example: 8-4= 4. This is a simple subtract sum that needs no decimals. But when working out a sum such as 6/4= 1.5 a decimal is needed. All a decimal shows is a point between two numbers. 1.5 is directly in the middle of 1 and 2. This could be rounded up to 2 but using a decimal makes it more accurate.
What is the difference between decimal and fraction?
All decimals are worked in devisions of 10. Fraction can be a division of any number.
What two decimals are equivalent to the given decimals?
That all depends upon what are the given decimals. For example, 0.01 is equivalent to .01. You can leave the zero off before the decimal point, and it is still equivalent. However, 0.01 is not equivalent to 0.010. The extra zero to the right of the 1 indicates greater precision. For example, 0.01 could be 0.014 or 0.008. Either one rounds to 0.01. However, neither one rounds to 0.010.
How do you convert decimals into decimals?
Writing A Fraction As A Decimal-- Divide the numerator by the denominator. Example-two fifths. Divide 5 into 2. You will notice that you cant divide it, so you add a decimal and a zero to the number inside. If you do it right, You should've gotten 0.4 as your decimal you are suppose to divide the denominator by the numerator
What are some examples of decimals in real life?
I dont know if this is what you mean but an example of a decimal in real life would like.. if you go to the store and something costs $3.00 and then some tax added could make it.. lets say $4.09- that would be a decimal. hope that helps you! sorry if it doesnt!
What is an example of how one law could explain all motion in the unverse?
Newton's F=ma is an example of a law that could explain all motion in the universe.
Luis starts to do a division problem and notices that there is a pattern in the digits to the right of the decimal point?
The pattern could be that of recurring decimals.
What name is 3 periods in decimal number?
a) This could be a special numbering system, such as the Dewey Decimal System used in libraries. Such as 620.105.3.1.b) Or do you refer to repeating decimals, such as 6.304 304 304.
Could you make these following numbers 275411 into a fractions and decimals?
275411, as a fraction, could be 275411/1 As a decimal, it is 275411. It would not be appropriate to add a zero after the decimal point since that would suggest that the number was accurate to a tenth of a unit - which it was not.
Where could you find a decimal point?
In whole numbers, a decimal follows the number. Example, in the number 7, the decimal is after it, 7.0 The decimal is not visible, but it is there.
