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Mathematics 19 Online
TETSXPREME:

@AZ

TETSXPREME:

1 attachment
AZ:

So how many days has she seen deers? And how many TOTAL days has she been looking? (Just add the days she saw deers and the days she didn't so 13+52) the probability of seeing a deer is going to be (days saw deer) / (total days)

TETSXPREME:

65?

AZ:

and how many days has she seen deers (days seen deer) divided by (total days)

TETSXPREME:

how im supposed to know how much days it was?

AZ:

they told you read the question

TETSXPREME:

65

AZ:

bruh

AZ:

MARIA HAS SEEN DEERS IN HER BACKYARD ON 13 DAYS how many days has she seen deers?

TETSXPREME:

wait i think ik the answer

TETSXPREME:

13?

TETSXPREME:

i thought i was supposed to add them both together

TETSXPREME:

1/5 is the answer?

AZ:

13 is right now we said that the probability is \(\dfrac{\text{days seen deer}}{\text{total days}}\) and you said 13 is how many days she say deers and 65 is the total days so what is 13/65

AZ:

\(\color{#0cbb34}{\text{Originally Posted by}}\) @TETSXPREME 1/5 is the answer? \(\color{#0cbb34}{\text{End of Quote}}\) yes

TETSXPREME:

ah tysm >:D

AZ:

you're welcome.

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