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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Alice should pick the enlarged-photo with dimensions of 8-inch by 10-inch.
Step-by-step explanation:
Step 1:
In order for a part of the photo to not be cut off, the enlarged photo's dimensions should be of a constant ratio with the original photo's dimensions.
We divide the dimensions of the enlarged-photo with the dimensions of the original photo to check which has a constant ratio.
Step 2:
The original photo was a 4-inch by 5-inch photo.
Option 1 is 7-inch by 9-inch, so the ratios are
The ratios are different so this cannot be the enlarged photo's dimensions.
Option 2 is 8-inch by 10-inch, so the ratios are
The ratios are the same so this can be the enlarged photo's dimensions.
Option 3 is 12-inch by 16-inch, so the ratios are
The ratios are different so this cannot be the enlarged photo's dimensions.
So the enlarged-photo with dimensions of 8-inch by 10-inch should be picked.