(a) We can notice that the graph of (a) has two distinct x-intercepts. This implies that in this case discriminant is positive.
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(b) In this case, we can notice that the graph of (b) has one x-intercept of multiplicity 2, which implies that in this case discriminant is zero.
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(c) In this case, we can notice that the graph has no x-intercepts which implies that in this case the discriminant is negative.
Is the discriminant positive, negative, or 0 for each graph below? Explain your choices in one or two sentences for each graph.
Is the discriminant positive, negative, or for each graph below? Explain your choices in one or...
Determine two coterminal angles (one positive and one negative) for each angle. Give your answers in degrees. (Enter your answers as a comma (a) 45° (b) -4200 -120, - 700 Determine whether each x-value is a solution (or an approximate solution) of the equation. 29x - 6 = 8 (a) x = 1 • Yes No (b) X = 9 Yes Ο Νο (C) x = (log(8) + 6) Yes Ο Νο
Name Lecturer 7 (b) (15 pts.) Find the eigenvalues and eigenfunctions for y(1) 0 y(e) 0 e sure to consider the cases of the discriminant positive, zero and negative.
Name Lecturer 7 (b) (15 pts.) Find the eigenvalues and eigenfunctions for y(1) 0 y(e) 0 e sure to consider the cases of the discriminant positive, zero and negative.
Two charges (a negative one and a positive one) are 18 cm apart from each other. If there is a 36.7 N force on the negative charge then a) What is the magnitude of the force on the positive charge? b) What is the charge on the positive particle? c) If the positive particle were removed what would be the magnitude of the Electric field at the spot where the positive particle used to be?
For the graph on the right, determine if the slope is positive, negative, or zero, and whether the y-value of the y-intercept is positive, negative, or zero. The slope is O A. negative. O B. zero. O C. positive. The y-value of the y-intercept is OA. negative. 10 10 B. zero. O C. positive.
the following process, state whether each of q, w, ∆U, and ∆H is positive, negative, or zero. Explain your answers a) Complete combustion of benzene in a bomb calorimeter
1. Discuss two realistic examples of market interactions with externalities: one positive and one negative ones. In each of your examples is the outcome socially optimal? In each case explain how could we change incentives of the agents so that they are closer to socially optimal outcome? (25 points)
For the following, find the discriminant, and then determine
whether one real-number solution, two different real-number
solutions, or two different imaginary number solutions
exist.
For the following, find the discriminant, b-4ac, and then determine whether one real-number solution, two different real-number solutions, or two different imaginary number solutions exist. x2+2x+7 0 What is the discriminant, b2-4ac? (Simplify your answer.) What is the nature of the solution(s)? O A. There are two different imaginary-number solutions. O B. There are two different...
Identify whether each of the following is a positive or negative externality. Explain your answer. Restoring the Amazon forest can reduce global levels of pollution. Building a nuclear power plant near a housing development. Expanding commuter train service into the suburbs. US exports outdated computers to Nepal for disposal. A city expands the number of public parks it provides to increase the number of trees it has.
Identify whether each of the following is a positive or negative externality. Explain your answer. 1. Restoring the Amazon forest can reduce global levels of pollution. 2. Building a nuclear power plant near a housing development. 3. Expanding commuter train service into the suburbs. 4. US exports outdated computers to Nepal for disposal. 5. A city expands the number of public parks it provides to increase the number of trees it has.
One positive charge and one negative charge, each of magnitude 4x10^-6 C, are located a distance of 0.1 m from each other. a) What’s the magnitude of force exerted on each charge? b) On a drawing, indicate the direction of the forces acting on each charge. c) Draw electric field lines between two charges.