In triangle ABC, AB = 4 cm, BC = 3 cm and AC = 5 cm. Points D and E are chosen on AB and AC respectively such that ang BDC=ang ACB and ang BEC=ang ABC and What is AD/DE?
a) 9/16
b) 35/64
c) 9/25
d) 3/4
The average age of a family of four persons - father, mother and a pair of twins at present is 8 years less than what it was 4 years ago. What will be the difference between the average age of the parents and that of the twins 4 years hence?
16 years
24 years
20 years
Cannot be determined
Puys pls find attached a solution.In that I have a doubt as to how BC value was obtained as 8-r.
Ashok and Bipin can complete one round of the circular track in 44 seconds and 36 seconds respectively. Both start running simultaneously in a clockwise direction from a point P on the circular track at time 't' = 0. At least how many rounds of the circular track must Bipin complete to be at maximum possible distance from Ashok?
2.75
2.5
3.25
3.5
@scrabbler SIR YE QUES EXPLAIN KAR Do , without lcm approach
how many integral solutions are possible for the inequality |2x-5|+|x-7|
for how many integers n, n/(20-n) is the square of an integer?
what is the lcm of 1 to 200 natural numbers ???
how many real solutions of the eqn of logxlog4log3log9 (27^(x^2-2x+6))=0 ?
For 4 real distinct positive numbers p,q,r,s, let
A=max [ min (p,q), min (q,r) , min (q,s) , min (p,s) , min (p,r) , min (r,s) ]
B=max [ min(p,q,r) , min(p,q,s) , min(p,r,s) , min(q,s,r) ]
C=min [ max(p,q,r) , max(p,r,s) , max(p,q,s) ]
D= max(p,q,r,s)
E=min(p,q,r,s)
F= min[ max(p,q) , max(q,s) , max(p,s) , max(p,r) , max(r,s) ]
Let p,q,r,s be four consecutive even numbers. Which of the following represent the mean of p,q,r and s ?
- (B+C)/(D-B)
- (B+C)/(D+B)
- None
- (B-C)/(D+B)
0 voters
a,b,c,d,e are non-negative real numbers such that a+b+c+d+e=10. let X be the maximum of the number a+b, b+c, c+d, d+e. the least possible value of X lies in the interval 1) [0,2]
2) [2,3]
3) [3,4]
4) [4,5]
5) [5,10]
explain with thorough solution.
What exactly is the IIFT Compendium 2013 released by CL? And is it actually any help?
How many triangles can be drawn from N given points on a circle?
N!
3!
N!/3!
(N-1)N(N-2)/6
If s= {1,2,3,4,5,6,7,8,9}. How many ordered tiplets {a,b,c} can be formed such that at least one of them is 1. ?
Please give approach........
What are the number of integral Solutions X^2 + Y^2= 45^2.
Approach Plz
In how many ways we can put 3 distinct balls in 7 distinct boxes? 😃
aise hee concepts check krne ke liye pucha h 😛
a & b are integers. u and v are AM and GM respectively. which among these is the heights given that b>a
a)a^1/2
b)b^1/2
c)u^1/2
d)v^1/2
X^2 + Y^2 = 45^2
no of integral solutions.
geometry...
geometry
A farmer has four straight pieces of fencing: 1,2,3,4 yards in length. What is the max area he can enclose by connecting the pieces? Assume land is flat.
a)2 root6
b)3 root6
c)2 root5
d) none
Approach please.