Sue has 2.20 in dimes and nickels. if she has 13 more dimes than nickels, how many of each coins does she have?
1 answer:
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Answer:
8 different combinations are possible.
Step-by-step explanation:
Here, we have 2 different combinations for each time.
And the player comes out to bat 3 times.
So, total number of combinations are:
i.e. a total of 8 number of times.
Let a hit is termed as 'H' and an out is termed as 'O'.
Total combinations are:
{HHH, HHO, HOH, HOO, OHH, OHO, OOH, OOO}
Kindly have a look at the tree diagram attached in the answer area.
In starting, there are 2 combinations possible, i.e. 'O' and 'H'.
After 'O' , 2 possible i.e. 'O' and 'H'.
After 'H' , 2 possible i.e. 'O' and 'H'.
and so on....
Answer: The answer is the second graph, attached herewith.
Step-by-step explanation: The given greatest integer function is
We are to select the correct graph of the above function from the given four optional graphs.
We have
etc.
These points are satisfied by the second graph only, so this will be the correct one.
Thus, the second graph is the correct option and its image is attached.
