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brittany sola

brittany s.

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5. The two tanks A and B are connected using a manometer. If waste oil is poured into tank A to a depth of h = 0.6 m, determine the pressure of the entrapped air in tank B. Air is also trapped in line CD as shown. Take $\rho_o$ = 900 kg/m³, $\rho_w$ = 1000 kg/m³. [2-39, *] A Air Air h Oil D E C 1 m B 2 m Water 1.25 m 1.25 m 1.5 10.5 m Water

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Which approach to personality focuses on describing individual differences? 1) trait perspective 2) psychoanalytic perspective 3) humanistic perspective 4) social-cognitive perspective

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the less certain a cash flow, the the risk, and the the present value of the cash flow

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27 2 points The time from the termination of exercise to the restoration of homeostasis is the definition for: work period recovery cool down warm up

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6. The function $h(x)$ is defined piecewise as follows: $h(x) = \begin{cases} x + 1 & \text{if } x < 1 \\ 1 & \text{if } 1 \le x < 3 \\ 2 - x & \text{if } x \ge 3 \end{cases}$ Determine: a. $h(-1)$ b. $h(0)$ c. $h(1)$ d. $h(3)$ e. $h(\frac{5}{2})$ f. $h(\frac{13}{4})$ (3 pts each)

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What did Hitler do to the German army in WW2 and what did other European countries do?

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Divide the expression. (3x^(4)-8x^(3)+6x-22)/(3x-8)

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Why does the rate of bacterial growth slow down? Group of answer choices The bacteria experience density-dependent limiting factors such as running out of space to grow in the petri dish. The bacteria experience density-independent limiting factors such as a natural disaster in the petri dish. Neither A nor B. Bacterial populations can continue to grow unchecked in the petri dish.

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Question 1 The audience the author aims for is the real readers intended readers invoked readers sympathetic readers 1 pts

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S(t) is the value of a share S at time t. A portfolio H consists of the following options on S(t) all with expiration T: • Long 1 call option struck at (K-2a) • Short 1 call option struck at (K-a) • Short 1 call option struck at (K+a) • Long 1 call option struck at (K+2a) where 2a < K. The payoff for this portfolio is the function P(S) = H(S(T)). (i) Sketch the payoff function labelling the axes. (ii) Work out the maximum value of P(S) and the share prices which would achieve this maximum value. (iii) Ignoring interest rates, what are the maximum and minimum premium you would pay for this portfolio?

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