what mathematics concepts or principles did you apply in finding the solutions?explain how you applied these?
Answers
Answer:
The mathematics concept we apply is distributing the number to the parenthesis by multiplication, getting the factors given by the given polynomial, and by adding both numbers so we can get the answer.
And lastly the property we use is the Zero Product Property
since in a quadratic equation, the quadratic expression must be equal to zero.
Step-by-step explanation:
by adding both numbers so we can get the answer
t + 4 = 0
- 4 = 4
t = - 4
by multiplication
6s ( s + 3 ) = 0
6s × s = 6s² while 6s × 3 = 18
by doing this we can know that our factors is right
The mathematics concept we apply is distributing the number to the parenthesis by multiplication, getting the factors given by the given polynomial, and by adding both numbers so we can get the answer.
And lastly the property we use is the Zero Product Property
since in a quadratic equation, the quadratic expression must be equal to zero.
solution:
by adding both numbers so we can get the answer
t + 4 = 0
- 4 = 4
t = - 4
by multiplication
6s ( s + 3 ) = 0
6s × s = 6s² while 6s × 3 = 18
by doing this we can know that our factors is right