Answer:
True
Step-by-step explanation:
They are all the same thing because they all occur when the quadratic equation is equal to zero. When equal to zero (thus the names "zeros"), the quadratic equation simplifies down to two real or imaginary roots. These are thus the solutions of the equation. When real, the solutions occur as x-intercepts and when imaginary they occur as complex conjugates that are solutions of the quadratic equation when it is set equal to zero. Note: this is why a quadratic equation only has two real or two imaginary roots because the imaginary roots come in pairs (complex conjugates). That is why a cubic function can have all real roots or one real and two imaginary roots but never three imaginary roots. Well I hope that helps and adds on to the thinking process. Have a nice day!
