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Using the discriminant determine the number and type of solutions for this equation?
There are an indeterminate number of invisible solutions.
Any natural number and 0?
Any natural number and 0
The sum of any number and 0 is the number?
The sum of any number and 0 is the original number.
Can a number be divisible by 0?
No. You can do 0/# but not #/0. i.e. 0/12=0 but 12/0=No solution. (use a calculator. i know u have one. even if u dont, theres 1 on the computer. go into the start menu and search bar, type calculator. thn, c for urself) Answer 2: Yes. You can do #/0. There is 2 answers. Do it my way, to get 0. My way is change 0 to 1, but give the number 0 items. You get 0 with a remainder of #. Another way, is how much can 0 go into #? Infinity times.
What is absolute value of 0?
The absolute value of a number is defined conceptually as its distance from 0. The absolute value of a complex number is therefore defined by the distance formula: |z| = sqrt(re(z)2 - im(z)2) 0 is a complex number, as is proven as follows: A complex number is a number of the form x + yi, where x and y are numbers. 0i = 0. 0 = 0 + 0. 0 = 0 + 0i. 0 = x + yi where x and y are 0. 0 is a number. Therefore, 0 is a complex number. As such, the distance formula can be used to calculate |0|: |0| = sqrt(re(0)2 - im(0)2) = sqrt(02 - 02) = sqrt(0 - 0) = sqrt(0) = 0
