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Let a=cos(π/3), b=cos(1radian), c=cos(1degree), we have that

A.c<a<b B. a<b<c C> a<c<b D. None



Charcoal fragments found in a prehistoric cave in Lascaux France, had a measured disintegration rate of 2.40min-1g-1 Carbon. Calculate the approximate age of the charcoal.


The sum of the third and tenth term of an AP is 12. Given that the sum of the 6th terms is 3 less than one third of the eight term. Find the first term and the common difference.


Determine the monotony of the following sequences.

a) Un = 2n+3 / 5n-1 n € N

b) Un = √(n+3) - √(n+1) n € N*

c) Un = Σ from r=1 to n (1/ n+r) , n € N


Find the area of the region bounded by the curves y= -x2/3 + 2/3x + 5 and if -x+5.

Find also the volume when the area is rotated completely about the x-axis.



Study the following functions

3) f(x) = (x3 / x-1 )s

4) f(x) = x / cube root of (x2-1)


Study the following functions

1)f(x) = Inx/x

2) f(x) = ex-x +3


Find the general solution of these differential equations.

1) dy/dx = x/y2 2)dy/dx = x+2 / y


5) ʃ (1-sinx /1-cosx)ex dx

6) ʃ0π/4 cosθ +isinθ / 2cos2θ dθ


Evaluate the following Integrals

3)  ʃ-11 (x + 1/2) √(x2+x+1)dx

4)  ʃ (x+2) / √(x+3) dx



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