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michael mejia

michael m.

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Problem 2 (25 points) The 100-lb collar A is held in equilibrium on the smooth bar CD by the cable AB. The collar A is at the midpoint of the bar. The z axis is vertical. (a) Draw a free body diagram of the slider A. (b) Tension in AB: X Z D (0,0,6) ft A B (4,0,4) ft C (3,8,0) ft y

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A patient presents with pain in the center of their pelvic region, inferior to the umbilicus. In what region is their pain located? Hypogastric Epigastric Left lumbar Right inguinal Umbilical

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Let events A and B have probabilities P(A) = 0.3 and P(B) = 0.5, respectively. 1) If A and B are mutually exclusive, what is P(A and B)? Check Show answer 2) If A and B are mutually exclusive, what is P(A or B)? Check Show answer 3) If A and B are independent, what is P(A and B)? Check Show answer 4) If A and B are independent, what is P(A or B)? Check Show answer Incorrect No outcomes exist between two mutually events.

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The proposal that one type of organism can change gradually into another type over a long period of time is known as: Opreservation. Opreconception. Oevolution. natural history.

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Find the absolute and relative errors in the following situation your bikes speedometer reads 17 mph and you are actually traveling 21 mph. What is the absolute error per mile?

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\frac{n+5}{3} = \frac{2n}{9} + \frac{1}{6}

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18. The rod shown in the figure pivots around an axle at the left end. With forces applied as nnoted, the net torque, in N.m, is: a) +60 b) -60 d) +20 e) -20 c) +40 100 N 2 m 1 m 40 N 60 N 19. For an object in static equilibrium, which statement is correct a) The net torque must be zero only at point A b) The net torque must be zero only at point C c) The net torque must be zero only at point B d) The net torque must be zero only at points C and D e) The net torque must be zero at all points D 20. If we have 4 objects (1, 2, 3, 4) where their critical angle $\theta_c$ that govern their stability follows this relation $\theta_{c1} > \theta_{c2} > \theta_{c3} > \theta_{c4}$, accordingly the most stable object is: a) Object 1 b) Object 2 d) Object 4 c) Object 3 e) All the objects have the same stability

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Question 5 Let $f(x) = \int_0^x \sin(t^2) dt$. Find $f''(x)$. Question 6 Let $N > 0$ be an integer. (a) Use a lower Riemann sum to show that $\sum_{j=2}^N \frac{1}{j^2} < \int_1^N \frac{1}{x^2} dx$. (b) Hence show that the series $\sum_{j=1}^\infty \frac{1}{j^2}$ converges, and that $\sum_{j=1}^\infty \frac{1}{j^2} \le 2$.

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Question 7 Not yet answered Marked out of 3.00 • If the message signal to be modulated according to DSB-SC method is as following: m(t)=0.5cos(2?500t)-0.5cos(2?700t) Where the carrier signal has an amplitude A=2 and a frequency $f_c$=6KHz. Which one of the following $x_c(t)$ represents the modulated signal of m(t)? Select one: ? a. $x_c(t)$=0.5cos(2?6000t)+0.5cos(2?5000t)-0.5cos(2?7000t)-0.5cos(2?6300t) ? b. $x_c(t)$=0.5cos(2?6500t)+0.5cos(2?5500t)-0.5cos(2?6700t)-0.5cos(2?5300t) ? c. $x_c(t)$=0.25cos(2?6500t)+0.25cos(2?5500t)-0.25cos(2?6700t)-0.25cos(2?5300t) ? d. $x_c(t)$=cos(2?6500t)+cos(2?5500t)-cos(2?6700t)-cos(2?5300t)

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And stroke volume? a) 8x b) More than 8x c) Less than 8x d) Not at all

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