1. How are the concept of a rational algebraic equations transformable into a quadratic equation applied in the situation? 2. What quantities are involved in the situation? 3. Formulate then solve a problem out of the given situation. 4. What do solutions obtained represent? Explain your answer.
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Answer:
1.This concept can be applied in situations like finding rate of the time or the time itself it takes to finish a certain job,as well as finding the speed of a certain vehicles.
2.length, mass, time, electric current, temperature, luminous intensity and amount of substance.
3.(6x^{2} +2)^{3}
(6x^{2} +2)^{3}=(6x^{3})^{3}+3(6x^{3})(2)+3(6x^{3}) (2) + (2)^{3}
(6x^{2} +2)^{3}=(6x^{3})^{3}+3(6x^{3})(2)+3(6x^{3}) (2) + (2)^{3}final answer =216x^{9}+ 216x^{6} + 72x^{3}+8
4.The solution shows how you got your answer. It also shows the process and operation that you used to get your answer.
Step-by-step explanation:
hope it's help^^