Is square root of negative numbers imaginary?
Are square roots of negative numbers always imaginary?
If Imaginary numbers were made to deal with negative roots, why hasn't a similar convention been made for the division of zero? Is the square root of 12 irrational? Why do some square roots have both positive and negative roots, whilst other solutions have only the positive root? Is every complex number an imaginary number? Can negative numbers be rational numbers? If not, why? How can we prove that the square root of 3 is irrational? Does squaring or multiplying an imaginary number with another imaginary number give a real number? How are square roots of decimals calculated? What is the sum of the square roots of first n natural number? Are irrational numbers really 'real'? What’s the square root of -10? Why do you calculate the square root of a number? Is the square root of 2 even? Why does multiplication of two negative numbers produce a positive number? How can I calculate square roots? Does multiplication of two irrational numbers make an irrational number? How to prove that a number isn't a perfect square? What is the square root of 98? When multiplying an imaginary number by an imaginary number, the result is a real number. What does that mean? How do computers calculate square roots? Why is the product of two negative numbers always a positive number? Is every negative number a rational number? Why or why not? Why are irrational numbers irrational? How do we find the square root of 0.9? What is the square root of 5? Is zero a rational or irrational number? Why do adding two negative numbers make a positive number? For which positive integers "x", is 2 * x^2 is a perfect square? What are all the irrational numbers? And what is the proof of those numbers? Why is the sum of all real numbers not equal to zero?