There are five cities in a state and each of them is to be connected to exactly two other cities using telephone lines. In how many ways can it be done?
There are five cities in a state and each of them is to be connected to exactly two other cities using telephone lines. In how many ways can it be done?
no bhai, what i am saying is written is that work get doubles from the 2nd day onwards but that doesn't means that 1st day no work was done by the 1st man.
sorry bro my logic is wrong but answer is correct :P
Hi Puys,Help me solve this question:1- If x and y are even integers,then the number of solutions of x^2-y^2 = 7389746232 isa)0 b)1 c)2 d)more than 2
let the two no be 2a and 2b so you wil get (2a+2b)(2a-2b) but essentially it is even*even(i.e even +even= even and even -even = even) so by observing the factors of the number you will find that the number can be written as 4*1847436558 so this is of the form even*even hence 1.
Hi Puys,Help me solve this question:1- If x and y are even integers,then the number of solutions of x^2-y^2 = 7389746232 isa)0 b)1 c)2 d)more than 2
let the two no be 2a and 2b so you wil get (2a+2b)(2a-2b) but essentially it is even*even(i.e even +even= even and even -even = even) so by observing the factors of the number you will find that the number can be written as 4*1847436558 so this is of the form even*even hence 1.
1)A regular polygon has each interior angle equal to twice its exterior angle. Find the number of diagonals in it.
a.5 b.8 c.6 d.9
2)A circular track is 400 m long. A, B and C run in the same direction along the track. They take 50 seconds to meet each other for the first time. If the ratio of their speeds is 4: 2 :1 find the time taken by C to complete a round.
Fourteen fruits and twenty two flowers are to be distributed among 10 people in such a way that each person gets something. Anyone who gets more than two flowers cannot get more than one fruit and anyone who gets more than one fruit cannot get more than three flowers. What is the maximum number of flowers that one can get? (a) 3 (b) 5 (c) 19 (d) 22