find the equation of the line tangent to y = x2 at x = 0
what is y = 0
second derivative of x3
what is 6x
A balloon is being inflated so that its radius increases at a rate of 2 cm/s. At what rate is the volume increasing when the radius is 5 cm?
what is 200 pi
What is 2x cos(x2 + 5)
compare 5051 and 5150
What is >
find the equation of the line tangent to x + 1 at x = 3
what is x + 1
what is -cos(x)
Water is being poured into a cylindrical tank with radius 3 m at a rate of 4 m³/min. How fast is the water level rising?
what is 4/9pi
derivative of eln(x^3 + 2x^2 + 3x + 4)
what is 3x^2 + 4x + 3
how many digits are in 2100
what is 31
what is the equation of the line tangent to x2 + 3x at x = 2
y - 10 = 7(x - 2)
4th derivative of e2x
what is 16e2x
A 10-foot ladder is leaning against a vertical wall. The bottom is sliding away at 1 ft/s. How fast is the top sliding down when the bottom is 6 feet from the wall?
what is -3/4
find the derivative of esin(cos(x))
what is -cos(cos(x)) * sin(x) * esin(cos(x))
you have a plastic knife. What is the most amount of pieces you can cut the following objects into with 3 cuts? Pizza, pie, cheese, weight plates(metal), all of these are a circle from a bird's eye view.
What is 7, 7, 8, 1
what is the equation of the line tangent to x2 + y2 = 25 at (3, 4)
second derivative of x2 ln(x)
what is 3 + 2ln(x)
A conical tank with radius 2 m and height 4 m is being drained at 3 m³/min. At what rate is the water level falling when the water is 3 m deep?
what is -4/3pi
find the derivative of sin(x2) * tan(cos(x3 + x2))
what is -sin(x2) * sec2(cos(x3 + x2)) * sin(x3 + x2) * (3x2 + 2x) + tan(cos(x3 + x2)) * cos(x2) * 2x
John goes north 100m then goes east 100m and finally goes south 100m, what is the closest he can get to his initial position (explanation required to get the points)
what is 0m
what is the equation of the line tangent to x3 + y3 = 6xy at the point (3, 3)
what is y - 3 = -(x - 3)
third derivative of x3ex
what is x3ex + 9x2ex + 18xex + 6ex
A camera is located 20 m away from a straight road. A car drives along the road at 30 m/s. At what rate is the camera’s angle changing (the rate it must rotate) when the car is 40 m from the point on the road closest to the camera and driving away from the camera?
what is 3/10
find the derivative of e(x + 2)^2 / sin(cos(x))
what is (sin(cos(x)) * e(x + 2) ^ 2 * 2(x + 2) - e(x + 2)^2 * cos(cos(x)) * -sin(x)) / (sin(cos(x)))2
play a game with me, if you win you get the points
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