State whether the statement is TRUE or FALSE. If its false, explain why.
1. Any quadratic equation can be solved using the completing the square method
2. Any quadratic equation can be solved by the factoring method
3. A quadratic equation always has two distinct solutions
4. The solutions of a quadratic equation are always real numbers

Question

State whether the statement is TRUE or FALSE. If its false, explain why.
1. Any quadratic equation can be solved using the completing the square method
2. Any quadratic equation can be solved by the factoring method
3. A quadratic equation always has two distinct solutions
4. The solutions of a quadratic equation are always real numbers

anonymous · Answer

1.not all the quadratic equations can be solved by using the completing the square, it only requires the equation to have the form of b^2=4ac
2.not any can be solved by using facrorising method others have complex roots and others have no real distinct roots and you are required to use the form of x=-b_+(b^2-4ac)^0.5/2a
3.true,this is because of it's highest degree 
4.not only real numbers they may be complex numbers too.

anonymous · Answer

i have two more questions !!!

anonymous · Answer

btw thank u

anonymous · Answer

5. the solutions of $$x ^{2} = 64$$ can be written as $$x = \pm 8$$

anonymous · Answer

6. the solution/s of $$x ^{2} = \sqrt{-1} $$ can be written as $$x = \pm1$$