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Suppose while playing tennis, Venus gets her first serve in 75% of the time. when she gets her first serve in, she wins a point 80% of the time...

Mathematics
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if she misses her first serve, her second serve goes in 90% of the time. whe this happens, she wins the point on her second serve 35% of the time. find the probability that venus wins a point when she is serving.
probability was never my strong point, but I could take a guess at this.
you guys have any ideas of how to go about solving this?

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Other answers:

\[p(wp)=p(wp|Gs1).P(Gs1)+p(wp|Gs2).P(Gs2)\]
what i would do would be: \[.75*.80 + (1 - .75*.80)*.9*.35\] the first part being the probability of her winning her first serve and the second of her winning her second serve given a result of her first serve. again its been forever since I've done any probability
p(wp|Gs1)=80% p(wp|Gs2)=35% p(Gs1)=75% P(Gs2)=90%
is the periods in between multiplications symbols? @RaphaelFilgueiras
tihs is the probability of win a point if she gets first server
a player is allowed two serves each time in tennis. sorry i forgot to mention that.
the secons time Gs2
P(wp) is the probability to win a pint
the question just says find the P when she is serving. it doesnt when wether is first or second. what shoudl i do?
that formula take accounting the two cases,its impossible she gain a ponit without serving
have you played tennis before?
or know how the serving works?
oh ok. the problem also says draw a tree diagram. i will post here.
nope.
in tennis you have two attempts to get in a good serve with each serve. IF you miss the first one you move onto the second.
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try mulitplying the circled numbers together, then the squared ones, then adding them together,.
ok, that makes alot more sense. thanks for help! really aprreciate it
i got 67.8%
So, i) She could either get her first serve in and get a point (0.75 * 0.80) ii) She could else get her first serve wrong, second serve right and point on her second serve ( 0.25 * 0.90 * 0.35) Sum up i) and ii) 0.6 + 0.079 That's 67.9% , same as what you got! So guess its right! :D

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