Insertion of HP's between 2 Numbers
Trending Questions
Q. Insert 2 no.s between 1 & 13 so that the sequence becomes an Harmonic progression --
- 57, 1
- 35, 37
- 17, 27
- 53, 73
Q. If m is a root of the given equation (1−ab)x2−(a2+b2)x−(1+ab)=0 and m harmonic means are inserted between a and b, then the difference between the last and the first of the means equals
- b - a
- ab(b - a)
- a(b - a)
- ab(a - b)
Q.
Find the value of the discriminant of the following equations -
Q.
5 harmonic means are inserted between 5 and 10. The common difference of corresponding A.P is.