Numerade

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What can a DNA ladder help determine? a) The origin of the DNA b) Whether or not DNA binds protein c) The length of a fragment d) The DNA sequence of a fragment

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you are on scene of a heavy equipment Rescue Team you are attempting to extricate a farmer with a lower leg trapped in an organ system the chief informs you that it's going to take 40 to 60 Minutes to break up the equipment the victim is bleeding for multiple areas cannot access the paramedic crew is en route butcare 10 minutes away you call for online medical directions and request

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Use synthetic division to evaluate the function for the indicated value of x. f(x)=5x^(4)-12x^(2)+2x-8;,x=2

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The car passes over a rise in the roadway such that the top of the rise is shaped like a circle of radius 530 m. At the moment the car is at the top of the rise, its velocity is 24 km/h and constant acceleration parallel to the roadway is 0.34 m/s2. What is the magnitude of the total acceleration vector for the car at this instant?

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Show that the nth triangular number is represented as Tn = n(n + 1)/2 and therefore that an oblong number is double a triangular number.

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Suppose the consumption equation is represented by the following: C = 250 + .75YD. Given this information, the marginal propensity to save is... 0.7 none of the answers 0 4. 0 1. 0 .25

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Problem 3 The section of shaft with dimensions is shown in the figure (D = 38.5 mm, d = 35 mm, r = 3.5 mm). The shaft is made of steel and machined. The steel has an ultimatum tensile strength of Sut = 627 MPa and endurance limit of Se' = 432 MPa. The section is subjected to a completely reversed bending moment of 192 Nm, accompanied by a torque alternate from 0 to 203 Nm. Calculate the fatigue factor for an infinite life using the Goodman criterion. r = 3.5 mm $\phi = 38.5 \text{ mm}$ $\phi = 35 \text{ mm}$

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Express the limit as a definite integral on the given interval.\\ $ \lim_{n \to \infty} \sum_{i=1}^{n} \frac{e^{x_i}}{2 + x_i} \Delta x $ \quad [0, 5]\\ $ \int_0^5 \boxed{\frac{e^x}{2+x}} dx $

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With the help of the graph, it is observed that the marginal private benefit of the good is $95 and, due to a positive externality, the marginal benefit to society is $125. In this case, the marginal external benefit created by the positive externality is $ In the graph, represents a deadweight loss. The deadweight loss the foregone benefit to society of the externality. Positive externality will occur when A. the marginal social benefit is equal to marginal private benefit B. the marginal social benefit is equal to deadweight loss C. the marginal social benefit is greater than the marginal cost to produce at the market equilibrium D. the marginal social benefit is equal to marginal social cost to produce at the market equilibrium Which of the following statements is true regarding pecuniary externalities? A. It is a branch of the negative externality. B. It causes market inefficiencies. C. It leads to wrong equilibrium quantities. D. It affects other people only through market price.

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2) Write the solution for the problem below, then evaluate numerically its value using the DeMoivre_Laplace theorem. A manufacturer of electronic equipment buys 1000 ICs for which the prob- ability of one IC being bad is 0.01. Using the DeMoivre-Laplace theorem determine a) What is the probability that exactly 10 of the ICs are bad? b) What is the probability that none of the ICs is bad? c) What is the probability that exactly one of the ICs is bad?

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