if N= 2/1*4/3*...*400/399 then N must lie between?
- 20 and 30
- 30 and 40
- 40 and 50
- 50 and 60
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Sorry to spam here but can anyone post the link/ email me the fms criteria this year? can't find a detailed article on that
In a triangle ABC, AB = 8 units, BC = 10 units and CA = 12 units. AD is angle bisector of angle A and I is the incenter, find AI:ID.
The number of books in a library A is two-thirds of the number of books in library B. The number of books in library C is 300 less than one-fourth the number of books in library B. We can now say that the total number of books in the three libraries isa. 16,700b. 17,000c. 1,115d. 1,110
(0, 1, 2, 3, 4, 5) no of 4 digit nos that are not divisible by 3 ?
1. With repetition.
2. Without repetition.
If x=(√3+1)/2, then the value of 4x^3+2x^2-8x+7 is??
If log 4x base x is less than 0. then range of x is?
Unable to post question properly because of bug in Pagalguy.
How to solve log inequalities like this?
Let (3 + 2 rt2)^6 = I + f, where I is the integral part and f the fractional part. Find the value of. ([1/1-f]-f)
If a, b, c, d, e and f are non negative real numbers such that a + b + c + d + e + f = 1, then the maximum value
of (ab + bc + cd + de + ef) is?
options are-A. 1 B.6 C.1/6 D.1/4
If (log4 a) (loga 2a) (log2a 3a) = log2a 8a3, then a is equal to?
I want approach also.......
What will be the remainder when (6!)^4! + (4!)^6! is divided by 10?
In a triangle the length of an altitude is 8 cm and this altitude divides the opposite side internally in the ratio
1 : 8. Find the length of a line segment parallel to the altitude which bisects the area of the given triangle.
If x and y are natural numbers, then find the number of ordered pairs (x, y) which satisfy the equation 3x − 7y = 20 and the inequality x + y ≤ 30. is there any easier way/standard approach of doing such questions?
10000! = (100!)^K x P, where P and K are integers. What can be the maximum value of K
The sides of AB,BC,CA of a triangle ABC have 3,4 and 5 points on them.If the triangles are formed using the points A,B,C (vertices) and given points on sides and one triangle is selected,find the probability of getting a triangle formed by joining one vertex to two points on the opposite side.
Mr.X has forgotten his six digit ID number.He remembered the following.the first two digits are either 1,5 or 2,6.the number is even and digit 6 appears twice.If Mr.X uses trial and error process to find his ID number at most how many trials does he need to succeed ?
a)972 b) 2052 c)729 d)2051
a+b+c=5; ab +bc + ca = 3 ; what is the maximum value of 'a' for the given conditions?
Please share approach...
6x - 9y = 54 , where x is a natural number less than 100.
Also , it is given the x is greater than y.
How many solutions exist for the above equation ?
shopkeeper sold a dining table at a gain of 10% has it been sold in rs 360 more the gain would have been 14% more. find the cp of the table?
3 persons from 3 successive generations of 3 different families went to watch a movie. How many ways can they stand in a line to buy tickets such that the seniors of any family are always ahead of the juniors ??