koi mujhe composite number ka definition batao
@Torque024 said:Q) Odd one out 46080, 3840, 384, 48, 24, 2, 1
24
46080/3840 = 12
3840/384 = 10
384/48 = 8
48/24 = 2
24/2 = 12
2/1 = 2
The number should be 8.
46080/3840 = 12
3840/384 = 10
384/48 = 8
48/24 = 2

24/2 = 12

2/1 = 2
The number should be 8.
@grkkrg said:2446080/3840 = 123840/384 = 10384/48 = 848/24 = 2 24/2 = 12 2/1 = 2The number should be 8.
Ans is 384
@Torque024 said:
46080, 3840, 384, 48, 24, 2, 1
1*2=2
2*4=8
8*6=48
48*8=384
384*10=3480
3480*12=46080
isn't this a pattern?
1*2=2
2*4=8
8*6=48
48*8=384
384*10=3480
3480*12=46080
isn't this a pattern?
3840/10=384;
384/8=48;
48/6 should be 8 and not 24;
8/4=2;
2/2=1
hence the 5ht term ie 24 is wrong
Ya, solution may be wrong. I was also getting same.
Some data sufficiency from elitmus:-
1) a tree grows constant height year after year. find that constant height.
a) its initial height was 4 feet.
b) its height after 6 year is 1/4 more than the fourth year
2) In a right angle triangle ABC right angled at B. There is a point D such that BD = DC. Find the length of AD.
a) angle A is 30 degree
b) hypotenuse is rt 3.
Happy diwali to all...quant wale BUMB phootne do 
@albiesriram bhai q.1 mein
intial height 4 toh series aise hgoi
4,6,8,10,12,14,16.
toh 16 at the ned of sixth year toh 1/4*16=4 aur 4th year mein 12 toh yahi hoga solution toh
@albiesriram said:Some data sufficiency from elitmus:-1) a tree grows constant height year after year. find that constant height. a) its initial height was 4 feet. b) its height after 6 year is 1/4 more than the fourth year2) In a right angle triangle ABC right angled at B. There is a point D such that BD = DC. Find the length of AD. a) angle A is 30 degree b) hypotenuse is rt 3.
1) both a & b
2) neither ??
2) neither ??
@albiesriram said:Some data sufficiency from elitmus:-1) a tree grows constant height year after year. find that constant height. a) its initial height was 4 feet. b) its height after 6 year is 1/4 more than the fourth year2) In a right angle triangle ABC right angled at B. There is a point D such that BD = DC. Find the length of AD. a) angle A is 30 degree b) hypotenuse is rt 3.
1) yaar if its 1/4 times or feet then it can be answered using 2 alone
2) cannot be answered
2) cannot be answered
@albiesriram said:Some data sufficiency from elitmus:-1) a tree grows constant height year after year. find that constant height. a) its initial height was 4 feet. b) its height after 6 year is 1/4 more than the fourth year2) In a right angle triangle ABC right angled at B. There is a point D such that BD = DC. Find the length of AD. a) angle A is 30 degree b) hypotenuse is rt 3.
1)only 1 statement ie b can solve
2)both statement
@albiesriram said:Some data sufficiency from elitmus:-1) a tree grows constant height year after year. find that constant height. a) its initial height was 4 feet. b) its height after 6 year is 1/4 more than the fourth year2) In a right angle triangle ABC right angled at B. There is a point D such that BD = DC. Find the length of AD. a) angle A is 30 degree b) hypotenuse is rt 3.
1)only 2nd statement
2) cbd
2) cbd
@albiesriram said:Some data sufficiency from elitmus:-1) a tree grows constant height year after year. find that constant height. a) its initial height was 4 feet. b) its height after 6 year is 1/4 more than the fourth year2) In a right angle triangle ABC right angled at B. There is a point D such that BD = DC. Find the length of AD. a) angle A is 30 degree b) hypotenuse is rt 3.
First Only B required
For second
both required to solve
For second
both required to solve