Find the measure of arc DC if measure of arc BC is equal to 51° and angle A measures 21
@Michele_Laino
what do you think
i think its 93
close
then it must be 72
@Michele_Laino 21 = (51-x)/2
that would be the equation to solve for the measure of DC
hint: your problem can be modeled by the subsequent drawing:
where O is the center of your circumference
now what is the measure od the angle <OQD?
i havent done angles in a long time. this question came out from the blue
hint: angles OQD and AQC are vertical angles
we have that the measure of angle OQD is 69 degrees, so the mesure of the angle OQB is 180-69=...?
111 i meant
that's right!
so the measure of the angle OBQ, is: 180-(51+111)=...?
18
that's right!
your right
Now also the measure of angle ODQ is 18 degrees, since the triangle BOD, is an isosceles triangle
so the requaeste measure x, have to checks this equality: x+18+69=180, where x is the measure of the angle COD. What is x?
oops..the requested* measure
x = 93
That's right! sorry for my grammar errors
so, what is the right option?
93 would be correct?
yes! It is correct!
@Michele_Laino last ones
I'm trying to solve your exercise, please wait
Hint: 2 events are mutually exclusive, when the occurring of one excludes the occurring of the other
so, if I draw a king, I can not draw a queen, and vice versa
the event king of heart exists, namely it can occur
and a club is a black card
so the answer would be D ?
a face card means a Queen, or a King or a Jack, I think
so all of them are connected somehow
I think that the in the first option there are two events mutually exclusive
namely, a card can be a King, or can be a Queen
hmm, im confused. i cant agree on which is the right option
why?
which one would be the correct option! A?
yes! I think so!
please wait a moment I will be back between 10 minutes
have a couple minutes left to submit the assaignment. mind helping with the last question. @Michele_Laino . i choose A as the answer. is that correct
I'm sorry, since we have to know something of genetics here
@Michele_Laino its probablity. not anything about gentiics. can you take a look at the chart and it will explain it a little
ok! please wait a moment I'm trying to solve your exercise, and then I will explane my solution
explain*
here is my reasoning: 1) the probability to pick a person of group A is: 264/311= 0.8488 2) the probability to pick a person with a Rh positive is: 264/629= 0.4197 3) the probability to pick a person with group A "AND" Rh positive, is: 264/740=0.3567 So the requested probability is given by the subsequent computation: (0.8488+0.4197)-0.3567=...? I have used this formula P(A union B)=P(A)+P(B)-P(A intersection B) where A, and B are two generic events
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