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How can I find a parabolic function that mimics a hyperbolic one? How would I find the parabolic function for the hyperbolic function y=5cosh(x/5)?
A right angled triangle of a given hypothernuse (h) is rotated about one of it's legs to generate a right circular cone. Show that the maximum volume is given by 2 sqrroot3 x pi x h^3 / 27
If the movie screen was inclined such that the angle between the horizontal and the plane of the screen itself is 80 degrees, find the viewing angle for a person sitting on a chair of average size that is 12m horizontally form the front wall of th cinema. Assume that the 6m x6m screens starts 2m up the the vertical font wall. A clearly labelled diagram as well as a well - justified solution is expected. Write any assumptions made.
when we drive the integral of secx we multiply and divide by secx+tanx, what is the reason behind this secx+tanx.
F(x)=x^3inx simplify
temperature of cup of coffee is given by the following formula (Newton’s
Law of Cooling): T =C+ (T -C)e^kt , where C is the room temperature and T,
the initial temperature of the cup of coffee. Time t is measured in minutes. The
temperature of the coffee when it was served was 1850F. Two minutes later, the
temperature of the coffee dropped to 1550F. When will the temperature of the
coffee drop to 1050F, if the room temperature is 650F
My sum is below i keep getting two different answers, which is right and why please
0.79 x 72 + 2.52 x 1.25=60.03
0.79 x 72 + 2.52 x 1.25=74.25
Calculate the derivative using the power rule, product rule, quotient rule, and or chain rule
1) f(x)=12x^3-6√(x) + (3/x)+e^x
2) f(x)=(x/4)+√(2) - 6x^3.5+e^2x
i want to evaluate the limit as x goes to x for ((radical 6-x)-2) divided by ((radical 3-x)-1) i would really appreciate it.
i want to evaluate the limit as x goes to 2 for ((radical 6-x)-2) divided by ((radical 3-x)-1) please
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