This is just an example of [propogation of error. Provide the experiment or equation so that we may help you better
7) a= Propagate errors for the following problems, given the standard error propagation rules A=x+y+z 7) a= Propagate errors for the following problems, given the standard error propagation rules A=x+y+z
Calculate the answer to the correct significant figures and propagate the error of the respective tolerances for the expression: (73(±14) + 395.45(±12.39)) * 0.7505(±0.1218)
Please explain all aspects of the question, no idea what it's asking Please find the dimension of b. cos[b W/V] where W has the dimension of work and V has the dimension of COS velocity M*LIT O M.LA2/TA2
11 please 11. [10pts.] Find the dimension of the rectangle of the largest area that can be inscribed in a circle of radius r. Find critical number(s) and apply the second derivative test.
please calculate Nul A and dimension of Col A find invertible matrix p and c there are two questions. try and answer them. it is straight forward and clear Determine the dimensions of Nul A and Col A for the matrix shown below. 0 0 A= 1 2 -4 5 -2 6 - 1 0 0 0 0 0 00 0 0 0 0 0 0 0 0 0 0 0 0 0 The dimension of Nul A is and...
10 a) Find a basis and the dimension of the row space. b) Find a basis and the dimension of the column space. c) Find a basis and the dimension of the null space. d) Verify the Dimension Theorem for A e) Identify the Domain and Codomain if this is the standard matrix for a linear transformation f) What does the row space represent when this is viewed as a linear transformation? g) Does this represent a linear operator? Explain....
no calculator please 1 (8 pts) Find the dimension and a basis for the following vector spaces. (a) (4 pts) The vector space of all symmetric 2 x 2 matrices (which is a subspace of M22). (b) (4 pts) All vectors of the form (a, b, 2a + 3b) (which is a subspace of R®). 2. (12 pts) Given the matrix in a R R-E form: 1000 3 0110-2 00011 0 0 0 0 0 (a) (6 pts) Find rank(A)...
Problem 10. (4 points) Find a basis and the dimension for the span of each of the following sets of vectors. (a) Basis: Dimension: (b) -18 10 Basis: Dimension:
Need help with 1.3 Hollow cylinder Dimension Mean value, Stand. Deviation, Error (stan.dev.of the Thickness Inner Diameter 76.05 Height mim 0.06 0.07 0.02 mean Logger Pro, mm 0.154 0.161 0.061 4.975 128 ts 1.1 The equation that was used to calculate volume of the Hollow cylinder is Equation: V-mh R2-r2) R-76.05/2-38.03 r-38.03-4.975-33.05 Calculations: V-t 128(38.032-33.052)-142343. 16mm3 The standard deviations of the mean for each dimension found with 1.2 the following equation Equation Calculations: Och 0.061 mmN6-0.025 ga-01 61 mm/16=0.066 On...
Find a basis for and the dimension of the subspace w of R4. W = {(3s - t, s, t, s): s and t are real numbers) (a) a basis for the subspace w of R4 (b) the dimension of the subspace W of R4