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Class XII Maths IQs on Application of Derivatives
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Question 1
The function f(x)=cot-1x + x increases in the interval:
Question 2
The greatest value of
Question 3
Find the rate of change perimeter of the right angle triangle (cm/sec) given that the hypotenuse is constant at 13 cm and the base shrinks at a rate of 12 cm/sec.
Question 4
A particle moves along the path defined by the equation 6y=x3+2. Find the point(s) on the curve when the abscissa varies 8 times as fast at the ordinate.
Question 5
If the function 
follows Mean Value Theorem in the range 
, find the value of c.
follows Mean Value Theorem in the range , find the value of c. Question 6
The slope of 
at a certain point in the interval 
satisfies Mean Value Theorem. Find the abscissa of the point.
at a certain point in the interval satisfies Mean Value Theorem. Find the abscissa of the point. Question 7
Angles between the tangents to the curve 
at the points (2,0) and (3,0) is
at the points (2,0) and (3,0) is Question 8
The two curves 
and 
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Apr 24JEE & BITSAT
