Mathematical Questions and SolutionsF. Hodgson., 1868 |
Continguts
No IV By W S B WOOLHOUSE F R A S | 17 |
If three points be taken at random on the surface of a sphere | 21 |
Form 2 1 symbols into triads so that every pair of | 22 |
2n1 prove that in general if n is not | 23 |
Given a conic to find four points such that all the conics | 26 |
and 3 apply the latter integral to prove that the chance | 28 |
Note on the Number of Primes in the 7th Million | 31 |
AB is a given straight line upon which four points are taken | 43 |
is equal to sin¹ x² | 59 |
Note with reference to question 1829 Reprint Vol IV p 77 | 63 |
Prove that the equation of the osculating circle at the extre | 67 |
Given four points and also the conic of centres viz | 70 |
Find the average 1 of the areas of all the circles which | 73 |
Sixtythree schoolboys walk out three abreast for thirtyone | 76 |
Supposing the surface of a sphere to be made up of an indefinite | 82 |
Note on the FourPoint Problem By T SAVAGE M | 83 |
Find the locus of points such that the chord of contact | 50 |
Note on Question 1990 By PROFESSOR CAYLEY | 51 |
If the side AD of a square be divided harmonically in B | 95 |
A is any point within or without a conic B any point on | 104 |