−3xy(2x2 + 3xy − 4y2)
−3xy(2x2 − 3xy + 4y2)
−3(2x3y − 3x2y2 + 4xy3
Answer:
Option C is the answer.
Step-by-step explanation:
We have to factor the GCF of the given expression:
-6x³y + 9x²y² - 12xy³
To get the GCF of the given expression we will find the factors of each term first.
Factors of 6x³y = 2 × 3 × (x) × (x) (x) (y)
Factors of 9x²y² = 3 × 3 × (x) (x) (y) (y)
Factors of 12xy³ = 2 × 2 × 3 × (x) (y) (y) (y)
So the common factor is 3 × (x) (y)
Now we will take out the GCF as a factor of the given expression = 3xy (-2x² + 3xy - 4y² )
= -3xy ( 2x² - 3xy + 4y² )
Option C is the answer.
Answer:
260
Step-by-step explanation:
7 shelves containing 37 cans of pineapples each would give you 259 cans of pineapple. Then, round to the nearest ten would give you 260.
Answer:
Yes.
Step-by-step explanation:
If you graph it you can see that they all the points match up to the perfect right triangle. You may have to rotate it to see it though. Point Z is the angle of the triangle that is the corner of the 90 degree triangle.
Answer:
a) The portfolio will be at maximum after 12 months (1 year)
b) The maximum value of the portfolio is $5432
Step-by-step explanation:
The function that models Jennifer's stock portfolio (in dollars) is , where t is the time in months since she opened the account.
We complete the square to obtain this function in vertex form:
Factor -3 from the first two terms
.
Add the zero pairs -3(+144),-3(-144)
.
Factor the perfect square trinomial and simplify.
.
The vertex of this function is (h,k)=(12,5432)
a) The portfolio will be at maximum when t=12, the h-value of the vertex
b) The maximum value of the portfolio is the k-value of the vertex which is 5432