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0:14:26

Lim x approaches infinity: (1+3/x+5/x^2)^x

0:23:15

Derivation of Conservation of Momentum Equations

0:27:35

The figure shows a circle with radius of 1 inscribed in the parabola y=x^2.Find the center of circle

0:09:10

Given Lim as x approaches infinity: ((x^2+bx)/(x-1)-(ax^2+x)/(x+3))=5. Find the valves of a and b

0:21:41

A square is inscribed in a circle. If the area of the square is 100. What is the perimeter of the

0:34:30

ABC is an isosceles right triangle. DE is parallel to AB. AE is perpendicular to BD. Find tan FBE

0:00:50

Given lim as x approaches infinity: (ax^3+3x^2)/(2x^3-x)=-3. Find the value of a.

0:24:50

Integral of 1/(1-tan^2x)

0:26:41

Integral of 1/(sinx+cosx)

0:00:55

Find the value(s) of the slope so that g(x)=mx-13 is tangent to f(x)=3x^2+5x-1

0:21:27

Blocks X and Y, of masses m=5.12 kg and m=3.22 kg, are connected by a fishing line passing over

0:16:20

Integral of tan(sqrt(x+1))

0:14:38

Suppose the two joker cards are left in a standard deck of cards. One of the jokers is red and the

0:03:17

Derivative of arccot(x)

0:04:46

Derivative of arccsc(x)

0:04:28

Derivative of arcsec(x)

0:03:36

What is 1+cos^2x+cos^4x+cos^6x+cos^8x+.......... equal to

0:10:38

lim as x approaches pi/4: (1-tanx)/(sinx-cosx)

0:13:46

Prove that for all x greater than 1, 2sqrt(x) greater than 3-1/x

0:10:27

Integral of (secxcsc^2x-secxcot^2x+tanxcsc^2x-tanxcot^2x)/(sec^2x-sin^2x-cos^2x)

0:15:36

It's been a great day of new, frictionless snow. Julie starts at the top of the 60 degrees slope

0:39:15

kinetic energy, potential energy, and work done in physics

0:08:38

Express sin(6x) in terms of sin(x) and cos(x) using sin2(3x)

0:12:17

Reaction time can be crucial in avoiding a car accident. You are driving at 75.0 km/h [N]