The square gate shown is eccentrically pivoted so that it automatically opens at a certain value...
Q2/ This rectangular gate (3m high and 2m width) shown in Fig.2 below will open automatically when the depth of water (d) becomes large enough. What is the minimum depth that will cause the gate to open? d Pivot 3 mx 2 m) 1.35 m * 1.2 m
2. (15 pts) A uniform density flat solid square has a total mass M and side length L. It lies on a horizontal frictionless surface, as shown in the top view below. It is pivoted at one corner. Three forces, each of magnitude F, act on the square as shown. Pivot L A TOP VIEW: I----- What is the magnitude of the angular acceleration of the square while these forces act as shown? Put your answer in terms of only...
Size the transistors in the shown logic gate, so that tPHL = 45ps and tPLH= 53ps. The gate is connected to external load of 30fF All transistors have minimum length L-2A-0.25 μm. Use the following values for the transistor resistances: Rsq.n-13 kΩ and Rsqp-31 kΩ Neglect the capacitances at the internal nodes and assume that the extemal load capacitance is much greater than the transistor capacitances 3 A-d 14 out 6
Problem 2 The rectangular gate CAB, shown in cross section, is L=1.5 m high and w=2 m wide (into the page). The water has a depth of d=1 m on one side of the gate. The gate is pinned at A and is restrained by a smooth stopper at B that bears horizontally against the lower edge of the plate. The gate has a mass per area of m=27.18 kg/m² (already accounting for the thickness of the gate). Ignoring the...
Problem 3: A plane gate of uniform thickness holds back a depth of water as shown in the figure. The gate thickness is 2 m, the length L is equal to 3 m, and the angle 0 equals 30°. Determine a. The average pressure on the gate. b. The hydrostatic force F applied to the gate and its components, vertical and horizontal c. Determine the volume of the "missing water" above the gate. What do you fincd interesting about this...
Three point charges are arranged at the
corners of a square of side L as shown in the figure below. What is
the potential at the fourth corner (point A), taking V = 0 at a
great distance? Let q1 = -2Q and q2 = 1Q. (Express your answer in
terms of k, Q, & L.)
Three point charges are arranged at the corners of a square of side L as shown in the figure below. What is the potential...
Value: 2 For many students, calculating the chi square value is the most challenging part of conducting a chi square test so it is important to practice. Consider the following information An F1 tall, round seed pea plant is crossed with a dwarf, wrinkled seed pea plant. The following offspring are observed: Tall, round: 510 Tall, wrinkled: 495 Dwarf, round: 490 Dwarf, wrinkled: 505 a. What is the expected phenotype ratio? ## or ####, depending on what you think the...
The figure shows a long, nonconducting, massless rod of length L, pivoted at its center and balanced with a block of weight W at a distance x from the left end. At the left and right ends of the rod are attached small conducting spheres with positive charges q and 2q, respectively. A distance h directly beneath each of these spheres is a fixed sphere with positive charge Q. (a) Find equation for the distance x when the rod is...
Neglecting the weight of the bar of length L, pivoted at its
center and balanced with a block of weight W at a distance x from
the left side, at the beginning and at the end of the bar are two
charged spheres q and 2q respectively.
At a distance h directly below the spheres are other charged
spheres Q.
Find the distance x when the bar is balanced in the position
shown.
What value must h have so that...
Three point charges are arranged at the corners of a square of side L as shown in the figure below. What is the potential at the fourth corner (point A), taking V 0 at a great distance? Let q-2Q and q 4Q. (Express your answer in terms of k, Q, & L.) ko V L 4A