You are not logged in.
Pages: 1
are you refering to the first or the second example?
well, for a start, just try the method of moving all the numbers and letters to the left side and giving it a common denominator. then multiply both sides by the square of the demoninator so as to get rid of the denominator. then plot the graph so that you can find the regions where it will be above or below zero.
switching the signs of an inequality is only needed when you are dividing or multiplying both sides by a negative number.
the flu jab is given to 150 children in total.
the mass of one bar of 'chocoladees' is known to follow a normal distribution with mean 71 grams and standard deviation 7 grams. the mass of a stick of 'lollipopees' is known to follow a normal distribution with means 57 grams and standard deviation 5 grams.
1) what is the probability that the mass of 4 randomly choosen 'lollipopees' execced thrice the mass of one bar of 'chocoladees' by less than 10 grams? ans: 0.155
5 'chocoladees' and 2 'lollipopees' are packed in a goodie bag A of mass 2g. the total mass (in grams) of this goodie bag is denoted by S.
3 'chocoladees' and 5 'lollipopees' are packed into goodie bag B of mass 2g. the total mass (in grams) of this goodie bag is denoted by T.
2) find the probability that the mass of goodie bag A differs from the mass of goodie bag B by less than ten grams. ans: 0.162
it is claimed that 90% of the children who were given flu jabs do not catch flu in the next six months following the jab. it is assumed that children catch flu independently of each other.
find the least interger r such that the probability of less than r children catching flu within the next 6 months is more than 3%.
ans: 9
could you descibe how to go about doing the first step, i still do not quite understand it.
thank you
does anyone knows how to solve ∫ln(3-x²) dx ?
Using De Moivre's theorem, express (1-i)^-7 in x+yi form
I put $k in a bank savings account on the first day of each month. At the end of each month, interest is added to the account at a fixed rate of 0.5% of the total amount in the account. Assuming that i did not withdraw any money from the account, show that at the end of n months, i have
$(1.005k + 1.005^2k + 1.005^3k+......+1.005^nk)
find the minimum number of months I have to save so that at the end of which the total amount of money in the bank exceeds $100k.
thank you
five married couples are to be seated in a row of ten adjacent seats for a concert. in how many ways can they be seated if
(I) each couple must sit together
(II) all the men sit in a group while all the women sit together given that no husband sits next to his wife.
the answer is (I) 3840 and (II) 23040
the first term of a geometric series is 8. the sum of its first ten terms is 1/8 of the sum of the reciprocal of these terms. find the common ratio.
Pages: 1