MAT109U
MATEMATİK I - Deneme Sınavı - 11
Dönem Sonu Sınavı
51664
Soru 1
Which of the following functions is continuous at x=0?
Soru 2
For the function 
, find the derivative 
at the point x = 2.
, find the derivative at the point x = 2.
The answer is D.
Soru 3
For the function
, find the derivative
at the point x=0.
The answer is A.
Soru 4
Which of the following is the slope of the graph of 
at the point (2, 2)?
at the point (2, 2)?
Soru 5
Which of the following is the slope of the graph of 
at the point (0, 0)?
at the point (0, 0)?
The answer is E.
Soru 6
Given the function 
, find the derivative 
, find the derivative 
Soru 7
For the function 
, find the second derivative 
, find the second derivative 
Soru 8
Given function 
, find the second derivative 
, find the second derivative 
The answer is D.
Soru 9
At which point on the graph of the function 
the slope is zero?
the slope is zero?
The answer is D.
Soru 10
Find the interval of decrease for the function 
.
.
The answer is A.
Soru 11
For the function 
, find the derivative function 
, find the derivative function 
The answer is B.
Soru 12
What is the slope of the tangent line to the curve y=3x2-1 at point (2, 11)?
Soru 13
What is the slope of the tangent line to the curve y=x3 at point (-1, -1)?
Soru 14
For the function f(x)=-3x+11, find the derivative f'(x) at the point x=0?
Soru 15
For the function
, find the derivative f'(x), at the point x=0?
, find the derivative f'(x), at the point x=0?
The answer is B.
Soru 16
For the function 
, find the derivative function f'(x)?
, find the derivative function f'(x)?
The answer is D.
Soru 17
Which of the following gives the average velocity of a particle in time interval (t1, t2) if its' position at time t is defined by f(t)?
Soru 18
The position of a particle moving along the x-axis at time t is given by f(t) = 3t2 -2t (metre). Find the average velocity over the interval [4, 6]
Soru 19
Which of the following gives the instantaneous velocity of a particle at time t if its' position at time t is defined by f(t)?
Soru 20
The motion of a particle is given by the function f(t) = 2t2 – t Find its velocity at the instant t = 3.