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christopher blanca

christopher b.

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A right circular cylinder is inscribed in a sphere of diameter 12 cms as shown in 12 Determine the largest possible volume the cylinder can have. 1. max volume = \frac{72}{\sqrt{3}} \pi cu. cms 2. max volume = 288 \pi cu. cms 3. max volume = \frac{144}{\sqrt{3}} \pi cu. cms 4. max volume = \frac{288}{\sqrt{3}} \pi cu. cms 5. max volume = 72 \pi cu. cms 6. max volume = 144 \pi cu. cms

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Having just designed the "Revolution Seating System," Current Designs must now decide whether to produce the seats internally or buy them from an outside supplier. The costs for Current Designs to produce the seats are as follows. Direct materials $18 /unit Direct labor $18 /unit Variable overhead $14 /unit Fixed overhead $20,000 Current Designs will need to produce 2,850 seats this year; 28% of the fixed overhead will be avoided if the seats are purchased from an outside vendor. After soliciting prices from outside suppliers, the company determined that it will cost $53 to purchase a seat from an outside vendor. Would your answer in (a) change if the productive capacity released by not making the seats could be used to produce income of $23,000? (Enter decrease in net income then enter with a negative sign preceding the number or parenthesis, e.g. -15,000 or (15,000).)

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Protein digestion begins in the blank 1. The gastric mucosa contains cells that secrete both blank 2. Blank 3 reacts with the HCl to become its active form, pepsin. Pepsin hydrolyzes proteins into large blank 4, which then enter the blank 5 (region). The pancreatic enzymes blank 6 chemically break down the large polypeptides to smaller polypeptides and peptides. Finally, blank 7 such as aminopeptidase and dipeptidase cleave the peptides to release the final products: blank 8.

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Determine the first three nonzero terms in the Taylor polynomial approximation for the given initial value problem. y' = 4 sin(y) + 5e^{4x}; y(0) = 0. 5x+10x^2-40x^3 5x+20x^2-40x^3 5x+20x^2+40x^3 5x+10x^2-20x^3 5x+10x^2-20x^4

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A polynomial \(f(x)\) and one or more of its zeros are given. \(f(x) = x^4 - 4x^3 + 37x^2 + 12x - 120\ 2 + 6i is a zero Part: 0 / 3 Part 1 of 3 (a) Find all the zeros. Write the answer in exact form. If there is more than one answer, separate them with a comma. Select \"None\" if applicable. The zeros of \(f(x)\):

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The following graph represents an exponential relationship with a 1-unit growth factor of 1.12. We know that $f(0) = 3$. What is the value of $f(5)$? f(5) = Preview y f (5, f(5)) (0,3) $\Delta x = 5$ x

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The acceleration due to gravity on the Moon is 1.67 m/s² and it is 3.8 m/s² on Mars. Which of the following statements would be true if an astronaut were to visit both places? The astronaut's mass would be larger on Mars than on the Moon. The astronaut would weigh more on the Moon. The astronaut would weigh more on Mars. The astronaut would weigh the same on both Moon and Mars.

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Find the length of the arc of the semicubical parabola $y^2 = x^3$ between the points $(1, 1)$ and $(4, 8)$

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Write the following number in the polar form $re^{i\theta}$,\newline $0 < \theta < 2\pi$:\newline (Be sure to draw the picture to help you do it.)\newline $-2 - 11i$\newline $r = $\newline $\theta = $\newline You are required to upload work and it must include a graph (hand drawn is fine of course).

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How many of the following have the elements listed in order of increasing electronegativity correctly? (1) Na<Al<P (2) I<S<Cl (3) Se<Te<Br (4) Sc<K<F (5) C<N<O Oa. 2

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