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s-12-62 ques num 2.i. help please
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http://papers.xtremepapers.com/CIE/Cambridge International A and AS Level/Mathematics (9709)/9709_s04_qp_6.pdf Question 4, (ii) ! Help please?
yup but u know u really are a whiz i didnt write an answer cause me too lazyThis was a long question!
0.2025 = small from part i...
and according to question the rest are divided equally
so medium+large=1-0.2025
medium+large=0.7975
2x=0.7975 since both are same...
x=0.39875
so for large (as well as medium) the probability will be 0.39875
Now let's take large since they asked for large...
P(X>u)=0.39875
P(z>(u-450/120)=0.39875
z<-(u-450/120)=inversePhi(0.39875)
z<-(u-450/120)=-invPhi(1-0.39875)
z<-(u-450/120)=-invPhi(1-0.39875)
u-450/120=invPhi(0.60125)
u-450/120=0.256
u-450=30.72
u=480.72
u=481 3sf..
the weight above which they are classified as large is 481 Answer... Is that correct?
s-12-62 ques num 2.i. help please
HI man ..Can u fill up this table for me?? I am not getting how the answer is as it is >_<
I dont understand part ii3i) z value for .9 = 1.282
as .9 is for probability of >5.2
z= -1.282
so, 5.2 - 3σ/σ = -1.282
σ = 7.24
ii) For this part the range is 1 standard deviation from the mean:
so the range of z value should be -1<z<1
ϕ1 - (1-ϕ1)
= .8413 - 1 +.8413
= .683
Number of observations = .683* 800 = 546.4
easy way to solve these type of question draw a probability distribution table . it will show you all 36 probabilities then all you have to do is copy and write downCan u fill up this table for me?? I am not getting how the answer is as it is >_<
yup correct . lol it amazez me how can you all write long answers :OHI man ..
I am sorry I am not real neat with my work ..
but how I like to do these questions is by making a two way table like in the image ..
draw the table as first dice and second dice ... then inside write only what question says ! like its the lower value of the two numbers .. and also if its the same number on both dice then he writes the number on one of the dices .. sooo u just complete the table like 1,1 the answers are same so the result he wud write is 1 ,,, den 1,2 the lower result is two ! so like that we fill the table ..
then to write the probabilities we just count the number of 1'ns in the table and divide by the total number of solutions that is 36 here ! ( the total number of answers u got IN the table ) then we count 2's and write .. same way for others !!
the table wud be
11/36 , 9/36 , 7/36 , 5/36 , 3/36 , 1/36
,
.
please correct me if I am wrong .. hope I cud help
question 3 (ii) http://papers.xtremepapers.com/CIE/Cambridge International A and AS Level/Mathematics (9709)/9709_w09_qp_61.pdf
how do you solve this?
i had some ambiguity in below quest:
1) P(Z>a)=0.8888 , a is negativ,
1-fi(-a)=o.8888
1-[1-fi(a) ]=o.8888
the other solution of quest i found:
2)p(z<t)=0.25, t is negativ
fi(-t)=0.25
1-fi(t)=0.25..
can anyone tell me this difference and concept how to solve such type of quest plzzz
1!+4! is not equal to 5! :\
it is ... not after calculation but b4 that... its what my sir taught
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