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Why properties of square roots are true only for non negative numbers?
The square of a "normal" number is not negative. Consequently, within real numbers, the square root of a negative number cannot exist. However, they do exist within complex numbers (which include real numbers)and, if you do study the theory of complex numbers you wil find that all the familiar properties are true.
What is the domain of y equals ln x?
In elementary mathematics, any subset of R+, the non-negative real numbers.
Why are the properties of square roots only possible with nonnegative numbers?
Square roots of negative numbers ARE possible. I guess you haven't been introduced to "imaginary numbers" and the letter "i".
Why would an object be neutral?
Either the numbers of elementary positive and negative charges in it are precisely equal, or else an impact has caused it to jump out of <DRIVE>.
Properties of irrational numbers?
properties of irrational numbers
What are the properties of rational numbers?
what are the seven properties of rational numbers
What are math counters?
Little plastic circles that help understand how to do the 4 problems in math and teach students about the properties of negative numbers.
Why the properties using zero exponents and negative exponents specify that the bases be nonzero numbers?
Because the expressions are undefined for base = 0.
What is the sign of the product of a three negative numbers?
The product. Of three negative numbers is negative I hope you can get 100 in your homework
What type of numbers is the sum of two negative numbers?
They will be negative numbers as for example -5+(-7) = -12
Is a negative a whole numbers?
No. Whole numbers are counting numbers and zero.
What is the sign of product of three negative numbers?
The product of three negative numbers is negative.
