Q: Find My My, and (x, y) for the lamina of uniform density p bounded by the graphs of the equations. y…
A: My =ρ∫08x.x2/3dxMy=ρ288/3My=323ρIf region in the plane with constant density ρ is bounded by the…
Q: problem, the symbols M, L, and T represent the dimensions mass, length, and time, respectively.…
A: Dimension of a quantity and its change has same value.
Q: Consider the case when the constant A=3 and τ=4. Plot the graph of y=3e-t/4
A:
Q: How do you obtain the average deviation of the mean for a simple case of a series of measurements of…
A:
Q: An experiment is performed in an ideal condition to find out the velocity of a particle obeying the…
A: Given: The observed data of distance covered and time taken is,
Q: Derive the Equipartition Theorem.
A: The equipartition theorem states that energy is shared equally amongst all degrees of freedom of a…
Q: I get the calculation, but would it be possible to have the logic behind?
A: in this question torque is the main for reason for rotate the block . torque = force × radius the…
Q: Find the hottest and coldest points on a bar of length 5 if T = 4x − x2, where x is the distance…
A: Since, T=4x-x2 with 0≤x≤5, this is a simple one -variable problem with endpoints to be considered.…
Q: Show that β ≈ 3α, by calculating the change in volume ΔV of a cube with sides of length L.
A: Write the expressions for the linear expansion and the volume expansion.
Q: If Q = x/y, then show that bound on the propagated relative error in Q is approximately equal to sum…
A: Given, Q=xy Let ∆Q=absolute error in Q. ∆x=absolute error in x. ∆y=absolute error in y.…
Q: What is the logic function for the given truth table? D. 1 1 1 1 1 1
A: Given :truth table
Q: F = A +B'C which one of the followings is the representation of function F in terms of SOP form?
A: Steps to write a minimal form of function into canonical form SOP : 1. Find number of variables in…
Q: How would I solve for Fnetx and Fnety for problems 2 to 9?
A:
Q: Assuming no uncertainties, using the slope of the line on the A vs F graph, determine the mass.
A: Solution: Given that to find the mass using the slope from the force-acceleration graph:
Q: Whta is the Simplest Form Of A Particle?
A: The simplest form of matter is an atom. Atom is the smallest functional unit of matter that forms…
Q: How could the function y=3t2+4 be plotted on a Cartesian graph to produce a straight line? What…
A: step1: A function y=3t2+4 is given. we need to plot the graph to produce straight line. wee need…
Q: 2. A and B are real non-zero 3 x 3 matrices and satisfy the equation (AB) + BA 0 Prove that if B is…
A:
Q: Show that Ψ(x,t)=Ae^i(kx−ωt) is a valid solution to Schrӧdinger’s time-dependent equation.
A: Schrӧdinger’s time-dependent equation is iℏ∂ψ(x,t)∂t=−ℏ22m∂2ψ(x,t)∂x2+V(x,t)ψ(x,t)
Q: Let a = 2i + 5k and b = i + 4j + k. Find the angle between a and b. Express your answer in…
A:
Q: At maximum speed, a kinesin molecule moves at a rate of 6400 Å per second. Given the dimensions of…
A: It is given that R=6400 A/sD=80 AL=10 feet
Q: A shape that covers an area A and has a uniform heighth has a volume V = Ah. (a) Show that V = Ah is…
A: Let A be the area, V be the volume and h be the height of the shape.Write the units of all the three…
Q: The uniform 19-m pole has a mass of 150 kg and is supported by its smooth ends against the vertical…
A:
Q: Q311 Find the eigenvalues and the eigenvectors of the 1. matrix A= 3.
A:
Q: Evaluate the integral. 5/t +² 2 dt
A:
Q: Approximation to estimate the change otation Give vour answer to two Hecin
A: A linear approximation is an approximation of a general function using a linear function. The linear…
Q: Q1- The divergence of the function f= (r cos 8)e, in spherical coordinates is. .
A:
Q: Q1- The divergence of the function f (r cos 8)e, in spherical coordinates is.. .
A: Solution
Q: Given the following integral SV2-25 ox Determine the Trigonometric Substitution formulas that need…
A: The given integral is: I=∫x2-25dx Trigonometric relation used is: tan2x+sec2y=1 The given integral…
Q: equations satisfies
A:
Q: The "dimension" is the measurable quantity that the unit represents. O True False
A: The Dimension is the measurable quantity that the unit represents. Above statement is True because…
Q: can you find out the 3 decimal places in final answer of A and B?
A: Rule 1: If right side of digit that we needed to round is 1, 2, 3, 4 , then simply drop all digits…
Q: derive the equation in the picture
A: Given: Magnetic field equation, B=μ∘N1IL.
Q: Show your step by step solutions. 6. With a wooden ruler, you measure the length of a rectangular…
A: length of rectangular sheet = 16 mm width of rectangular sheet = 5.98 mm
Q: The most common form of isometric construction technique is the . or method. * O box, plane O polar,…
A: According to Bartleby policy as nothing is specified we will answer only the first question.…
Q: What would the answer be for part B?
A: in this question we discuss what will happen when plate slip and change on center of gravity of…
Q: Assuming that the earth is homogeneous spherical body with radius R, show that its mean density 3g…
A:
Q: Give at least three (3) real life situation that demonstrate Lenz's law. Explain.
A: Lenz's law is based on Faraday's law of induction, which states that a changing magnetic field will…
Q: what is the equation for the density p(x,y,z) if the density at any point in G is equal to the…
A:
Q: The world’s largest ball of string is about 2 m in radius. To the nearest order of magnitude, what…
A:
Q: ngular blockK or width a and neight that density such thất when the rectangie is placed placed in…
A:
Q: • Assuming that the earth is homogeneous spherical body with radius R, show that its mean density 3g…
A:
The dimensional homogeneity of the equation a is L;
prove that this assertion is true.
Step by step
Solved in 2 steps
- The dimensional homogeneity of the equation S = ut + 1/2 ut square is L prove that this assertion is trueLet X be a random variable whose density is given by the formulaf(x) = cx2 if x ∈ (0, 2) 0 if otherwise.(a) Find c.(b) Let Y be the integer part of X, i.e., Y = 0 if 0 ≤ X < 1 and Y = 1 if 1 ≤ X < 2. Let Z be the fractional part of X, i.e., Z = X −Y . Find the correlation between Y and Z.calculate and generate the graph of the following cylinders and surfaces in hree dimensions.(1).9x^2 + 4y^2 (2). z =16-x^2
- Step 1 Rewrite the original integral Therefore, let du a² + u² (²) dt as + 16 = arctan(y) to Step 2 Use the following integration formula for the inverse trigonometric functions. 1.20 t (27²2² +42 (2) ot = (- t 1 + X X 4 2 (2) dt arctant arctan tan()+c 4 ✓)) + CDetermine the value/s of x using complex number conversions and operations. Express answers in indicated form (i.e. if the given complex number is in rectangular form, the answer should be in rectangular form). x = (e^(-3+j4)) – (e^(1+j2)) Answer should be in exponential formLet µ be the average of the random variable x. Then the quantities (xi − µ) are the deviations of x from its average. Show that the average of these deviations is zero. Hint: Remember that the sum of all the pi must equal 1.
- A uniform density sheet of metal is cut into the shape of an isosceles triangle, which is oriented with the base at the bottom and a corner at the top. It has a base B = 49 cm, height H = 15 cm, and area mass density σ. a) Consider a horizontal slice of the triangle that is a distance y from the top of the triangle and has a thickness dy. Write an equation for the area of this slice in terms of the distance y, and the base B and height H of the triangle. b) Set up an integral to calculate the vertical center of mass of the triangle, assuming it will have the form C ∫ f(y) where C has all the constants in it and f(y) is a function of y. What is f(y)? c)Integrate to find an equation for the location of the center of mass in the vertical direction. Use the coordinate system specified in the previous parts, with the origin at the top and positive downward. d)Find the numeric value for the distance between the top of the triangle and the center of mass in cm.From the acquired measurements in Table A,plot Q as a function of V.Solve for the root (5 decimal places) of the following equations using: A.) Incremental Search (graphical) Method with the indicated xo , Ax , and TOL. B.) Bisection Method with the indicated interval [a, b]. 1.1288 f(x) = sinh(1.3288vx) = 0 with x, = 0.5, Ax = 0.1,TOL 0.001, in [0.5,1].
- when solving for r WHY we take out Q1 out frok the denominator?? that is not correct!!! but my professor said we can! how is this possible -isnt the Q1 supoose to be in the denominator insideFind the mass of the following thin bars. A bar on the interval 0 ... x . 9 with a density (in g>m) given by rx2 = 3 + 2VxConsider the bivariate dataset for variable Minnesota, (X) and variable Rhode Island, (Y) given by the table. Rhode Group Minnesota Island А 2.24 2.98 B 2.73 2.42 C 3.80 2.97 D 3.29 2.32 E 3.90 2.25 F 3.92 3.97 a. Find the value of the slope of the regression line: