It's A. All you have to remember here are your rules of translations. If there is side to side movement within a parabola it will be indicated within a set of parenthesis with the x coordinate. If there is no set of parenthesis with the x there is no side to side movement. The quantity

tells us that the vertex has moved left 3 units.
3b(3-b) is the answer
Step by step explanation : take out the most common factor which is 3b
Answer:
Step-by-step explanation:
Answer:
100
Step-by-step explanation:
The attached "technology" shows that about 0.8327 of the league will weigh 165 pounds or more. That number is ..
0.8327 × 120 members = 99.92 members ≈ 100 members
About 100 members of the league will weigh 165 pounds or more.
Answer:

Step-by-step explanation:

