No because here you are not "adding" zeros: you are appending them. Since zeros are position holders, 0.004 is not the same as 0.4. In the first case the 4 is in the thousandths place whereas in the second it is in the tenths place.
This is the same reason that 4 is not the same as 400.
Actually, 0.004 is equal to 0.004. There is no need to add zeros or change the value in any way.
Because otherwise there would be a lot of zeros preceding or following the digits of interest.
Because they just have zeros after them.
because the zeros don't matter, its just like 2.0 and 2 being the same thing.
just move the number 3 places to the right. three places because there are three zeros in 1000.
Rational zeros are everywhere you just have to look on the grid sheet. Then you draw 4 corners . There! You have a rational zero!
Yes.
Because otherwise there would be a lot of zeros preceding or following the digits of interest.
Because they just have zeros after them.
10000000Remember a short cut. To find the powers of ten you can just put as many zeros as the power number after the 1. For example 10 to the 6 power, you just add 6 zeros after the 1. 10 to the 2 power is just 2 zeros after the 1. For more help go on Wikipedia and type in powers of 10
The Microsoft controller (C8G-0004) will work on just the PC, unfortunately.
You could try setting the function equal to zero, and finding all the solutions of the equation. Just a suggestion.
0.65 = .650 They mean the same thing. Zeros is used just to show that there is no value in the specified areas.
0.03 because there is less zeros past the decimal point
3 significant digits because first zeros are just placeholders
One and then 27 zeros are 1 octillion. 27 zeros without anything before then are just zero.
3,115.2 million is 3,115,200,000 because in a million there are 6 zeros.so, you just add six zeros. but because of the point, it means there must be a comma there. so you take off a zero and replace it.ex: 3,478.372 million = 3,478,372,000so there are 5 zeros in 3,115.2 million.3,115,200,000
Just 1. The zeros before the 5 are just placeholders, not significant figures. However, if the number were 0.0500, then there would be 3 sig figs. This is because the extra zeros represent greater accuracy in the measurement.