1/37.
Find 38th digit after decimal.??
Q 13
Sisters Kelsey and Sierra are riding bikes. Both of them are riding at constant speeds in straight lines. At noon, Kelsey is 15 meters east and 20 meters north of home, and Sierra is 30 meters east and 88 meters south of home. After 1 second, Kelsey is 19 meters east and 17 meters north of home, and Sierra is 34 meters east and 85 meters south of home. At how many seconds after noon will the distance between the sisters be smallest?
Q 15
Q13
Hey Puys found this question
(source:APTICENTRE)
something like this is there in previous cat papers.
I don't know the answer
Options aren't given.
Pls help
A square (First Square) is inscribed in a circle (first circle). Another circle (Second circle) is inscribed in the First Square. Second Square in inscribed in second circle. Third circle is in Second Square. This pattern is repeated infinite times. Find the ratio area of the seventh Circle and Tenth Square?
Find in the radians the angle between the hour hand & minute hand of a clock at half past three.. 3pi/12
5pi/12
3pi/8
none
Find the number of triples of positive integers (a,b,c), such that ab + ac + bc = 1001 and a
two swimmers start from the same end, A, of a 200m long swimming pool. the faster one reaches the other end, B, turns back and meets the slower one at a distance of 175m from the starting end. where will the slower one be from A when the faster one reaches the starting end????
plz help!!!!!
4 numbers are given such that each of the 6 pairwise sums are distinct. If the 4 smallest sums are 7,9,10and 14, what is the largest possible product of these 4 numbers?
@ScareCrow28 try this
If a and b are real numbers and a quadratic for x
3x^2+2(a+b+3)x+ab+3b+3a
is a perfect square for all real x, what is the value of a+b?
41 different balls are drawn from a bag containing balls labelled 1,2,…,300. The probability that the number of balls drawn that are labelled with an odd number is larger than the number of balls drawn that are labelled with an even number is ?
a trader bought two items for 19500. he sold one at a loss f 20% and other at profit of 15%. if Sp of each item is same den CP's of both are
10k 9.5k
9k 7k
11.5k 8k
none
A and B are positive integers such that A+B=21. The largest possible value of 1/A+1/B is x/y, where x and y are positive coprime integers. What is the value of x+y?
How many ordered tuples of 7 integers {xi}7 to i=1 are there, such thatx1+x2+x3+x4+x5+x6+x7−x1x2x3x4x5x6x7=6,and 1≤x(i)≤8.
How many ordered triples of integers (x,y,z) are there subject to
:0≤x,y,z≤360.
x,y,z is an arithmetic progression.
sinx∘,siny∘,sinz∘ is an arithmetic progression.
How many ordered triples of integers (x,y,z) are there subject to
:0≤x,y,z≤360.
x,y,z is an arithmetic progression.
sinx∘,siny∘,sinz∘ is an arithmetic progression.
249249249........written 249 times...
when divided by a)13 and b)101
Find the remainder ??
Options are...
A1=3 A2=9 A3=2 A4=7
B1=37 B2=99 B3=29 B4=47
Find the remainder when 33^34^35 is divided by 7?
a.5
b.4
c.6
d.2
a^4+b^4+c^4=27
find the minimum value of x^6+y^6+z^6?