Water flows steadly from the large open tank shown below. if viscous effects are negigble, determine (a the flow rate. Q. an m imin

Q: As figure shown, find the head loss (in meter) between A and B if the velocity is 25 m/s. DA =400 mm…

A: VA =VB =V=25m/s To find head loss

Q: Structural analysis

A: Approach to solving the question: Detailed explanation:  Examples: Key references:

Q: Determine the horizontal displacement at A. Take E = 29(10³) ksi. The moment of inertia of each…

A: given E= 29X10^3 ksi IAB=ICD=500 in4IBC=800 in4 find the horizontal displacement at point A

Q: An object moving along a horizontal coordinate line has directed distance s(t) = t3 – 6t? + 9t +11…

A: S(t)= t3-6t2+9t+11 On differentiation of this expression we get ds/dt which gives the value of…

Q: A 50g particle is moving in a straight line with velocity forces during displacement from x = 0 to x…

A: Given: Mass of particle, m = 50 g Velocity, v = 5x ms. Displacement from x = 0 to x = 9 m.

Q: ► Numerical problems 3: QI//calculate the horizontal length of the line measured as follows:…

A: The given data is: Bay Inclined Length (m) Difference in level between end of bay (m) 1 29.634…

Q: 1.3 in. 0.5 in. 3.6 in ↓ 1.0 in. 3.8 in. B

A:

Q: y 0₁ Variable FR 02 F2 F3 5 13 0₁ = 12 0₂ F3 F₁ Values for the figure are given in the following…

A:

Q: 19m X₁ = 22.79 50 10m X2=87.21 KN Im LOWEST POINT 10m IP M KEM 金 -24m

A: A)VA = VB = WL/2 = 50×60/2 = 1500 KN=> Maximum tension and minimum tension at a distance of 10 m…

Q: Do not include the unit in writing the answer. Express all values up to 3 decimal places. You can…

A: Complete the table below

Q: A commercial airliner with four jet engines, each producing 71 kN of forward thrust, is in a steady,…

A: Given: Three force applied on aeroplane.  Required : A single resultant force

Q: Suppose that ug = 4.5 ft/s. (Eigure 1) Figure 1 ft B www A le 3 ft ▾ Part A Determine the angular…

A:

Q: Q5- Use logarithmic differentiation to find dy 313 dx If y = (sin x) tan x

A: Step 1:​y=(sinx)tanxTaking natural logarithm both sides:lny=ln(sinx)tanxUsing the property of…

Q: Question 2: (50 marks) The v-t graph shown. Find the distance traveled for the time 0 to (1500+N)…

A: We will solve this question in step no 2

Q: A special case of kinematics that is refer to straight- line velocity. A rectilinear B) plane motion…

A:

Q: The velocity field in the Cartesian coordinates are defined as below: 1 V (x, y,z)=| x² y- xz²…

A:

Q: The position vector, r metres, of a particle at time t seconds is given by: r = (? - t+ 5)i + (?? –…

A:

Q: Q1/ At this following data, Find the Value of (X1, X2, X3, X4, X5, X6, X7, X8, X9. X10 & X11) by…

A:

Q: Find dimension A as shown in the figure below. Round answer to the nearest tenth. 425.0 260.00…

A: The dimension A can be calculated using simple geometry :  1) Hypotenuse Right angled triangle rule…

Q: Latitude and Departure equations will never return positive values. False True

A: False

Q: SITUATION 2: For the two forces, determine the magnitude and direction of the net torque about point…

A: (Disclaimer: As you have asked for the solution of '2', we have solved only situation 2) Torque is…

Q: Do not include the unit in writing the answer. Express all values up to 3 decimal places. You can…

A: To Complete the table and to answer the questions posed with respect to the Leveling calculations

Q: The rectangular coordinates of a particle which moves with curvilinear motion are given by x =…

A: Given: In this question, the given details are, The rectangular coordinates of a particle which…

Q: The rectangular coordinates of a particle which moves with curvilinear motion are given by x =…

A:

Q: A car and truck front views are shown in the following figure. All unit shown are in milli meter.…

A:

Q: A beam that has a mass of 75kg extends from a building making a 48° angle with it.  A wire is…

A: Given values: Mass of beam, MB = 75 kg acting at 1/4 of way from wall to end of beam.  Angle made by…

Q: HORIZONTAL MOTION1. The motion of a particle along the x-axis is described by the equation…

A:

Q: line. Calculate all the missing entries and complete the page of level book .also give the usual…

A:

Q: Draw the following figure using AutoCAD commands R14 Ø86 R49 30 R18 R7 29 R14 Ø53 Ø38 96 192 192 96

A: Question being asked here is to draw the given figure using the AUTO CAD software. And the following…

Q: The % error, or Eso = 0.6745(0), is the so called probable error. It establishes limits which the…

A: The 50% error, or E50 = 0.6745(σ), is the so called probable error. It establishes limits which the…

Q: Determine M, if f, = 420 MPa and f'c = 28 MPa. %3D 75 75 75 75 mm mm mm mm 150 mm 75 mm 75 mm 825 mm…

A:

Q: In the figure here, a red car and a green car move toward each other in adjacent lanes and parallel…

A:

Q: 2. Compute for the centroid of the shaded area on the figure shown below: (all units are in…

A:

Q: (Froude number) The average velocity and average depth of a river from its beginning in the…

A: Given data : For 50 mi distance average velocity (V) = 4 ft/sAverage depth (D) = 5.4 ft  Froude…

Q: Q2) the following table represent the three sets of measurements of the length of a straight line by…

A:

Q: For the following two channels x-section, calculate energy and momentum factors a  and b. Values in…

A: Introduction- The velocity and momentum components with in energy and momentum equation (and any…

Q: Do not include the unit in writing the answer. Express all values up to 3 decimal places. You can…

A: Complete the table above?

Q: A car and truck front views are shown in the following figure. All unit shown are in milli meter.…

A:

Q: 1. For the following two channels x-section, calculate energy and momentum factors a and B. Values…

A: Energy correction factor (α)=Kinetic energy based on actual velocityKinetic energy based on average…

Q: find

A:

Q: L Problem 2 10 kN/m a. Location of Amax b. Amax 10 m

A: Problem 2 Fixed beam uvl load w = 10 kn/m L = 10 m Double integration method location of maximum…

Unit Conversion

Standard units are also called SI units. SI units are used for measuring a physical quantity satisfying certain conditions. There are two types of units: fundamental units and derived units. Fundamental units are physical quantities that are independent, that is, they do not depend on other quantities like mass, length, or time. There are plenty of quantities in our lives which need to be measured and compared. Measuring is the comparison of a particular physical quantity with its reference value. A unit is a measure of a fixed physical quantity. A physical quantity is the product of a unit and the numerical value we need to compare with.