3. Find the fraction of the body centered cubic unit cell volume filled with hard spheres as shown in Fig. 8. Figure (8) 4

Q: A single-scoop ice cream cone is a composite

A: Radius of the sphere is r=1.58 in Height of the solid cone is h0=4 in Radius of the solid cone is…

Q: d) Draw the direction indices [1 0 1] within a cubic unit cell.

A: Direction indices are [1 0 1]

Q: Problem 1.56Compute the line integral of v=6+yz²ŷ+ (3y+z) 2 along the triangular path shown in Fig.…

A: Solution: Let us calculate the curl of the given vector v. v=6x^+yz2…

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: step 1: Two small identically charged conducting spheres 1 and 2 of equal mass are hung from a fixed…

A: Given,  m1= m2=mq1=q2=qq=52 nC=52×10-9CL=241 cm=2.41 mHorizontal separtation ,x=15 cm=0.15 cm

Q: The density law is derived from the basic law D=m/v to reach D=M(wt) x Z / v x Na

A: Density =MassVolume D= m/v

Q: Find z= sqrt(xy)     Given x = 2.00 ± 0.54  y = 8.00 ± 0.32  z =  __± __

A: To calculate z = √(xy), we need to multiply the central values of x and y, and then calculate the…

Q: Radius of face-centered cubic cell is 0.2nm. Find its radius in nm.

A: Given, a = 0.2nm For face-centered cubic cell , 4r = a√2, where a is radius r = a√2/4 = a/2√2

Q: calculate, g/cm3, the density of a 10_kg solid cylinder that is 10cm tall with a radius of 5cm

A: Given data:  A solid cylinder  Mass (m) = 10 kg Height (h) = 10 cm Radius (r) = 5 cm Required:…

Q: The radius of a neutron is approximately 0.8fm. Estimate its density stating any assumptions you…

A: Data given in the question , Radius of the neutron , r =0.8 fm=0.8×10-15 m Clump of neutron radius…

Q: 5. Find the weight of the floating can as shown in figure below. 4cm Water 7cm Ed=8cm

A:

Q: A substance has a hexagonal closed-pack crystal structure, if its density is 6.51 grams per cubic…

A:

Q: Treat a cell in a human as a sphere with a radius of 1.0

A: Given, the radius of a cell assuming it to be spherical, r=1 micrometre  We need to estimate the…

Q: 4. Given the final tableau, enter the solution as stated in the instructions. y w Constants -23/5…

A: The given problem has a unique solution

Q: Painting the entire exterior surface of a cube with edge length S = 1.26 meters reduces paint level…

A:

Q: 4. Sketch within separate (122); (121); (012) and (233). ( cubic unit cells the following planes:

A:

Q: A syringe which has an inner diameter of 0.600 mm is attached to a needle with an inner diameter of…

A: We are given the blood pressure. We first convert this to pascals. We are given the diameter of the…

Q: The nucleus of an atom can be modeled as several protons and neutrons closely packed together. Each…

A: Formula of density is as follows: ρ=mV…

Q: 7. Suppose that a hollow cylindrical object is floating on the surface of water. This object has a…

A: As you have asked for question 7 therefore I am answering that question only. Given : Mass of an…

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: 5) The value off (ixk) is: (A) 0 (B) +1

A:

Q: 6. A rectangular box has dimensions 2 m x 4 m in the x-y plane, and 2 m x 8 m in the y-z plane. If…

A: Given, A rectangular box has dimensions 2m×4m in the xy -plane and 2m×8m  in the yz plane.

Q: Situation 2 - A rigid bin holds three identical cylinders stacked as shown in the figure. Each…

A: A three cylinder stacked as shown calculation of reactions at A, D, G ####

Q: (1) A metallic sphere has a density p and a radius r. (a) Using dimensional analysis, derive a…

A:

Q: 1. Consider the data sets below, determine if it is reasonable to assume that y is proportional to…

A:

Q: B) Convert the following decimal number (255)10 to binary and hexadecimal number

A: Converting decimal number to binary number number-255 Number                            dividing by…

Q: *8. For the series-parallel configuration in Fig. 7.68: a. Find the source current I b. Find…

A: a From the figure we can say that, 6 Ω and 2 Ω are in series. So R'=2 Ω+6 Ω=8 Ω Now, R', 8 Ω, and 4…

Q: Based on the equations for these two waves, please identify the following properties of these waves.…

A: Wave equation-  y1=sin(πx - 2πt)  y2=sin(πx/2 + 2πt)