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| Expert | Average Ratings | Expertise |
|---|---|---|
Scott A WilsonU.S.
Available
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Whatever questions you ask except how to trisect an angle. | |
Azeem HussainCanada
Available
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I can answer virtually any kind of question dealing with of Math 536 and below, my forte being in parabolic functions and analytical geometry. I'm currently learning Linear Algebra, and cannot answer questions that deal with subject matter more advanced than that. |
The measure of the angle is X. The angles compliment is 90°-X. The problem states that X = 3(90°-X). That works out to X = 270° - 3X. Add 3X to both sides and you get 4X = 270°. Divide both
Hi George, 2. To find the 30th derivative, begin by finding the first few. f(x)=cos(2x) f'(x)=-2sin(2x) f''(x)=-4cos(2x) f'''(x)=8sin(2x) f''''(x)=16cos(2x) There is a pattern. Odd derivatives
Hi Shamara! Ultimately, your final formula will depend on the shape. You need an equation for area in terms of base and length. Suppose you're dealing with a rectangle. I'll use l for length and
Give one of the two sides that are equal length x. The length of the other side that is the same length is also x. The length of the third side is x/2. Add them up and we get x + x + x/2 = 5x/2.
Lets play pick up sticks. Suppose they all dropped. In the way they dropped, two of them were parallel and two were perpendicular. There was also one pointing right at you (that's the vertical).

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