A basketball team plays 3 games in a holiday tournament. According to the tree diagram, how many outcomes are possible?
2 answers:
Answer:
Hence, the possible number of outcomes are:
Option: d ( d. 8)
Step-by-step explanation:
It is given that:
A basketball team plays 3 games in a holiday tournament.
( We know that:
Tree diagrams display all the possible outcomes of an event. Each branch in a tree diagram represents a possible outcome )
The possible number of outcomes that are possible are:
8.
Let the team be denoted by 'A'
so, the outcome of the game may be winning(W) or losing(L) the game.
Answer:
Option d. 8 is the correct option.
Step-by-step explanation:
A basketball team plays 3 games in a holiday tournament.
Let the chance of winning of the team be represented as W and losing by L
As per tree diagram attached we can see
In the first game
Number possibilities will be 2 either win or lose
After second games
Number of possibilities will be 4 [(L L), (L W), (W L), (W W)]
After third game
Number of possibilities will be 8 [ (L L), (L W), (W L), (W W), (L L), (L W), (W L), (W W)]
So total outcomes which are possible are 8.
Option d. 8 is the correct option.
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Answer:
The area of new pumpkin patch is = 15 x² + 380 x + 2400
Step-by-step explanation:
Given as :
The length of rectangular patch = L = 40 meters
The width of rectangular patch = W = 60 meters
So, The area of rectangular patch = Length × Width
Or, = L × W
So , = 40 meters × 60 meters
Or, = 2400 meters²
Again The Width of new Patch = ( 40 + 3 x ) meter
And The Length of new Patch = ( 60 + 5 x ) meter
Or, = L × W
So , = ( 40 + 3 x ) meters × ( 60 + 5 x ) meters
Or, = 2400 + 200 x + 180 x + 15 x²
Or, = 15 x² + 380 x + 2400
Hence The area of new pumpkin patch is = 15 x² + 380 x + 2400 Answer
Answer:
The height of the building is 153.664 meter.
Step-by-step explanation:
Consider the provided function.
Here t represents the time v₀ represents the initial velocity, s₀ represents the initial height and s(t) represents the height after t seconds.
It is given that the splash is seen 5.6 seconds after the stone is dropped.
That means after 5.6 seconds height s(t) = 0, Also the initial velocity of the stone is 0.
Substitute respective values in the above function.
As height can't be a negative number so the value of s₀ is 153.664.
Hence, the height of the building is 153.664 meter.