For this case we have to:
Given the quadratic equation of the form:
The roots are given by:
If we have:
We can rewrite it in the following way:
Where:
Where we have:
By definition:
Thus, the roots are given by imaginary numbers:
Answer:
Five less than the quotient of x and three.
2 answers:
Answer:
Step-by-step explanation:
We have been given a word phrase. We are supposed to write an expression for our given word phrase.
The quotient of x and 3 would be x divided by 3 as: .
Five less than the quotient of x and three stands for 5 subtracted from .
Therefore, our required expression would be .
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1. Cross cancel
2. Multiply numerators
4*x²-16 = 4x²-64
3. Multiply denominators
2x+8*1 = 2x+8
4. Divide
5. Simplify
2(x-4)
Answer is 2(x - 4)