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The total revenue curve is shown in Figure 2.6. From Figure 2.6 the total revenue is zero when Q = 0 and Q = 50. By symmetry, the parabola reaches its maximum halfway between 0 and 50, that is at Q = 25. The corresponding total revenue is given by TR = 100(25) − 2(25)² = 1250 Practice Problem 1 Given the demand function P =
quite simple ---a steep side U SHAPED CURVE appeared!! A parabola ----to my riflesmith /hunter /archer 67 yr old mind is a ARC or gentle curve---that is a bullet or cannon ball ---affected by gravity so the gentle curve --becomes a sudden down turn into the earth --BANG ! Why does a PHD math professor whom I asked to clarify this anomaly /
The total revenue R in dollars is R=1029q / (336672+4q)^1/2 (c) The marginal-revenue product is defined as the rate of change of revenue with respect to the number of employees. Therefore, marginal-revenue product=dR/dm If q and R are given as above then, when m= 15, the marginal-revenue product is _____ ? dollars/(one worker). This means that ...
Hi all, Im just doing some vectors work but having trouble with this one. Find the intrinsic equation of the curve, the circle r=a, is defined by. r=acosti+asintj for 0
hi I solved this question A cable television firm presently serves 8000 households and charges 50 dollars per month. A marketing survey indicates that each decrease of 5 dollars in the monthly charge will result in 1000 new customers. Let R(x) denote the total monthly revenue when the monthly...
How do you find the total length of intersection between two planes. For example, in my textbook there is a question :Describe the intersection of the sphere x^2+y^2+z^2=1 and the elliptic cylinder x^2+2z^2=1. Find the total length of this intersection curve. Can anyone please tell me how to...
A wire has the shape of the curve obtained as the intersection of the portion of the sphere x² + y²+ z² = 4, y ≥ 0, with the plane x + z = 2. Knowing that the density at each point of the wire is given by f (x, y, z) = xy, calculate the total mass of the wire.
I've got a brain freeze on this one can anybody help me out? You are working on a project with a contract value of $325,000 and an estimated gross margin of $50,000. You estimate the work to be 67% physically complete and you have incurred $167,750 of cost-to date. Assuming that your...
Hence, when the price is raised, the total revenue falls, and vice versa. So, we find when p = 25, a price cut will increase revenue. We can also analyze revenue to find this out. If we differentiate revenue with respect to price and equate to zero, we find: \frac{dR}{dp}=1000-50p=50(20-p)=0
A key aspect of drag is that it depends on velocity (do a little research on drag force calculations). With something large and fast like a shuttlecock, we typically assume that the total drag (i.e., the total acceleration) should be roughly proportional to the total velocity squared (V^2(t)=V_x^2(t)+V_y^2(t)). But that's not always the case.