Deneme Sınavı Soruları

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)?

For x→0 and y→0 find lim(x²+3y²)/(x²-3y²).

z = f(x, y) is defined implicitly by xz – yz + 3 = 0 ; Which of the following ones below is the equation of the tangent plane to the graph of z = f (x, y) around the point (1, -2, -1) ?

Which of the following is the value of

?

While approaching from the right lim_x→1 (x² - 1) / (x⁴ – 1) = ?

What is the first derivative of the function f(x)=x²+2x+lnx at point x=1?

lim_x→∞ (x⁹⁹ – 1) / (-x⁹⁸ + x⁹⁷ + 1) = ?

Which of the following is an extreme point for the function f(x)=x³-4x?

Which of the following functions is monotone increasing in interval (-∞, +∞) | x ≠0?

The demand function of A is p = 1.200 – 3 x, and the supply function of A is p = 5 x – 400. Which of the following is the equilibrium price ?

What is the slope of the tangent line to the curve y=x³ at point (-1, -1)?

What is the solution of the logarithmic equation ?

Find the solution set of the equation 0=6+e^2x - 5e^x

Wich one of the following numbers is greater?

Which of the options given is a quartic polynomial?

What is the intersection of the intervals (–∞, 4] and (2, ∞)

Which of the following is not a subset of the set A={0,1,2,3,a,b}?

Given the functions f : R → R , f (x)= x-2 and g : R → R , g (x)= 2x-9, determine (4f –2g)(x).