List of top Questions asked in BITSAT

Which answer figure completes the form in the question figure? 



Which of the answer figures includes the separate components found in the question figure? 



Select a suitable figure from the four alternatives that would complete the figure matrix. 




Select a suitable figure from the four alternatives that would complete the figure matrix.



Statement: The human organism grows and develops through stimulation and action. Conclusions: I. Inert human organism cannot grow and develop. II. Human organisms do not react to stimulation and action.

Choose the set of figure which follows the given rule. Rule: Closed figures gradually become open and open figures gradually become closed. 

The angle between the lines whose intercepts on the axes are (a,-b) and (b,-a) respectively, is
The dot product of a vector with the vectors i+ j-3 k, i+3 j-2 k, 2 i+ j+4 k are 0,5 and 8 respectively. The vector is
If the line through the points A(k,1,-1) and B(2k,0,2) is perpendicular to the line through the points B and C(2+2k,k,1), then the value of k is
The value of int₀^π/2frac√(sin x)√(sin x)+√(cos x)dx is
An urn contains five balls. Two balls are drawn and found to be white. The probability that all the balls are white is
If R(t)= beginpmatrix cos t & sin t
-sin t & cos t endpmatrix, then R(s)R(t) equals
If sumᵣ=0ⁿ(-1)ʳfracⁿCᵣⁿ+3Cᵣ=(3)/(a+3), then a-n is equal to
2¹/4·2²/8·2³/16·2⁴/32⋯ is equal to
If int xlog(1+(1)/(x))dx = f(x)log(x+1)+g(x)x²+Lx+C, then
If beginvmatrix p & q-y & r-z
p-x & q & r-z
p-x & q-y & r endvmatrix=0, then the value of (p)/(x)+(q)/(y)+(r)/(z) is
Let a, b, c be non-coplanar unit vectors equally inclined to one another at an acute angle θ. Then | a+ b+ c| in terms of θ is equal to
Statement–1: A five digit number divisible by 3 is to be formed using the digits 0, 1, 2, 3, 4 and 5 with repetition. The total number formed are 216. Statement–2: If sum of digits of any number is divisible by 3 then the number must be divisible by 3.
A cylindrical gas container is closed at the top and open at the bottom. If the iron plate of the top is (5)/(4) times as thick as the plate forming the cylindrical sides, find the ratio of the radius to the height of the cylinder using minimum material for the same capacity.
If f(z)=dfrac7-z1-z², where z=1+2i, then |f(z)| is equal to
If f(x)=cos⁻1[(1-(log x)²)/(1+(log x)²)], then the value of f'(e) is equal to
The equation of one of the common tangents to the parabola y²=8x and the circle x²+y²=12x+4 is
The number of roots of the equation cos 3θ=0 for 0≤θ\le2π is
If f(x)= begincases (xlog(cos x))/(log(1+x²)), & x≠ 0
0, & x=0 endcases then f(x) is
The maximum value of z=3x+2y subject to x+2y\ge2, x+2y\le8, x,y\ge0 is