3-Drive a formula for the worst and standard errors in the total surface area of closed cylinder having diameter (D) and height (H).
Q: 7. The figure for this question contains the cross section dimensions for stations 25 and 26 of a…
A: On considering the three level section, The area of cross section can be denoted as, Area of cross…
Q: 2. In the calculation of the area of the same square measuring: 5.0 cm ±.05 cm by 5.0 cm ±.05 cm,…
A: The area of square is, A=a2 Here, a is the side of the square.
Q: A cubical vwater tank has a height of 30 7 cm How much water can the tank hold? (Round your answer…
A:
Q: Q 5 please
A: We are given number of revolutions. We are also given the time taken for these revolutions. We are…
Q: A house is 45.0 ft long and 30 ft wide and has 9.0 ft-high ceilings. What is the volume of the…
A:
Q: You have an 18-carat gold coin (an alloy of gold and copper). Its mass is 6 grams. Using the fact…
A: Given: Mass of gold coin =6 grams Density of pure gold =19300 kg /m3 Density of copper =8960 kg /m3
Q: d) Draw the direction indices [1 0 1] within a cubic unit cell.
A: Direction indices are [1 0 1]
Q: The formula for the volume of a cube is y = L³. The side length of a cube is increased by 14.9%.…
A:
Q: 1. Consider a physical constant we will call B that has units of Joules per Farad. If the dimensions…
A:
Q: 1. Consider a physical constant we will call ß that has units of Joules per Amp. If the dimensions…
A: The unit of energy is Joule, and the dimensional unit of the energy is ML2T-2 The unit of electric…
Q: A) 4 B) 10 Q4 Two forces F₁ = 2N and F₂ = 4N are acting on an object as shown in the figure, the…
A:
Q: An 18-gauge copper wire (density=1.72 x10^-8 ohms meter) has a diameter of 1.02 mm and a cross…
A: Given: In this question, the given details are, An 18-gauge copper wire (density=1.72×10-8 ohms.…
Q: O The speed in km/min equal to 78.0 mi/h O The area in ft? of a rectangle with sides 18.6 m and 3.82…
A:
Q: 1. Given the following measurements (in metric and English respectively) of a metal cylinder: length…
A: "As per the guidelines i solved the first question alone". 1. The radius of the cylinder is,…
Q: What are the radius and surface area of a spherical drop of volume 2cm3?
A:
Q: 6) Human "density" is about 0.98 g/mL. How would you measure your volume? Briefly describe.
A: The density ρ and the volume V of a human are related to each other by the following equation.…
Q: Using dimensional analysis, check which of the following equations is or are correct. 1. a=v/t 2.…
A: Given a=v/t density =mass/volume distance d=1/2 at
Q: 1. The radius of a simple curve is twice its tangent distance, if the degree of curve is 4°. a) What…
A: Calculation: b) Length of the curve is calculated as follows S=r×θ =2x×4π180 [where x is tangent…
Q: Test the validity of the equation by making sure that the dimensions of the equation are correct,…
A: The study of the relationship between physical quantities with the help of dimensions is termed as…
Q: 2. The average diameter of the earth is 13462 km. Find the area of the surface of the earth in miles…
A:
Q: ensionally consis ceive credit).
A:
Q: 8. Find the ratio between the change in the gasoline height on the outside surface of the test tube…
A: Density of gasoline, ρ=0.8765 gm/cm3 Diameter of the test tube, D=2 cm Let V be the volume of the…
Q: Question 12 of 16 A student wants to measure the volume of a cylinder. He used th 57.6+1.57…
A:
Q: surface area to volume
A: True
Q: Accomplished silver workers in India can pound silver into incredibly thin sheets, as thin as 3.00 x…
A: Area(A) of the sheet. given,
Q: nen and the dimensions that result in maximum area.
A: Here, we have 112 feet of material. We want to build a fence for the sheep which can be spacious…
Q: Using a vernier caliper of least count 0.01 cm, the length of a cylinder is measured to be 3.96 cm,…
A: The volume of a cylinder isV =πd2h4 (1) where d is the diameter of the cylinder, h is the length of…
Q: 6. The diameter of a spherical bob is a vernier callipers. 9 divisions of the the vernier callipers,…
A:
Q: What is the percent error in each of the following approximation of n? (a) 22/7 (b) 355/113
A:
Q: :When Deciding a Tolerance the size of the shaft and hole should be taken into consideration…
A: Answer:- (1)The size of the shaft and hole should be taken into consideration :- Tolerance is the…
Q: A cone of base diameter 40 mm and height 50 mm is resting centrally on the top of cylinder whose…
A: Given: diameter of cone = 40mm Height of cone = 50 mm Cylinder of diameter = 50 mm Height of…
Q: QI A student measured the diameter and the height of a solid cylinder using a Vernier caliper, the…
A: Q2) It is given that, the height of the cylinder is h=4.07 cm, it is required to find the radius…
Q: D. Calculate the following with the correct number of sig figs. 1. 5.00 + 2.1 2. 901 11.90
A:
Q: 3. How would you calculate the error of a quantity Q that depends on the variables a, b, c and d if…
A:
Q: The playing area of a soccer field meaures 125 m by 85 m Question A: What is the area of the field…
A: Given data: Length (l) = 125 m Width (b) = 85 m Required: Area (A) in m2 and cm2
Q: 4. The volume of a steel rod is measured as follows: The diameter of the rod is measured with a…
A: We have the formula for volume V=π4D2L
Q: The radius of a uniform solid sphere is measured to be (6.50 ± 0.20) cm, and its mass is measured to…
A: Given that,Radius : r=6.50±0.20 cmMass : M=1.85±0.02 kgWe know that,Density, ρ=M43πr3we can write,…
Q: 19. A mass-on-a-spring system has m = 50 kg and k = 200 N/m. The mass is pulled a distance 0.25 m…
A: REcall For SHM y=Ymcos(wt) ω=K/m
Q: 1. Make a dimensional analysis of the equations given below and find their units. a) V = 1/2 b) a =…
A: We find out the Dimensional analysis of the equations and their units.
Q: The surface area of a solid cylinder of radius 2.0 cm and height 10.0 cm is equal to …(mm)2
A:
Q: A cubic shape object has mass 20 gm and side 20 mm. Find its density in Kg/m3. 2500 1250 5000 10000
A: given mass of cube is 20 gm
Q: A closed water tank has the form of a cuboid with a square base with sides of length x and a height…
A: Given:Base is a square with side X meterl=b=x Rectanglar sides of height =hTotal Area,A=16000 cm2…
Step by step
Solved in 2 steps