Zero times 3 is 0.
Assume the number is x, then 2x + 3 = 3. This means 2x = 0. The result is x = 0
(3*8)0=1, because any real number taken to the zero power = 1.
zero
The 3 equivalent fractions of zero is 0,0, and 0.
It means X can also be equal to -3 or 0. -3 >= X >= 0 means "X is between negative three and zero- inclusive" -3 > X > 0 means "X is between negative three and zero" = =
1.38kg=1380 grams Add a zero(0) at the end and move the decimal down three(3) times
Zero times anything is zero.
When you multiply a number by a different number, you take as many groups of the first number as there are of the second number. For example, multiplying 2 by 3, you are taking three groups of 2. Three groups of two things are equal to six things; 2 times 3 = 6.If you multiply by zero, you are taking zero groups of a number. Zero groups of something is nothing (zero).So, applying this logic to the question...Zero (0, nothing) multiplied by one, is one zero (i.e. one nothing!)Zero (0, nothing) multiplied by three, is threenothings!Zero (0, nothing) multiplied by three hundred, is three hundred nothings!etc.So, no matter how many nothings you have, you still have nothing!
0
Division can be thought of as the opposite of multiplication: 0 ÷ 3 is the same as saying "what number when multiplied by 3 results in 0"; answer: 0. 3 ÷ 0 is the same as saying "what number when multiplied by 0 results in 3"; no number when multiplied by 0 results in 3 (as 0 times anything is 0), thus it can't be done. Alternatively, division tells you how many times you need to, or can, subtract the divisor from the dividend to get to zero. If you start with a dividend of zero and a non-zero divisor, you don't need to, nor can you, subtract the divisor to get to zero. If you start with a non-zero dividend, and a zero divisor, no matter how many times you subtract the divisor you will never get to zero - the dividend stays the same. With a zero dividend and a zero divisor, you have reached zero when you start, BUT you can subtract the divisor and the dividend will then become (stay) zero; thus zero divided by zero is any number you want - in calculus there are rules which specify the value to use in different circumstances.
This is because of the identity property of multiplication Anything mutiply by zero is zero. When you multiply a number by a different number, you take as many groups of the first number as there are of the second number. For example, multiplying 2 by 3, you are taking three groups of 2. Three groups of two things are equal to six things; 2 times 3 = 6. If you multiply by zero, you are taking zero groups of a number. Zero groups of something is nothing (zero).