ܟ ܚ 4 1 ܕ 3-1 (1 point) Find the orthogonal projection of ū=| onto the subspace W spanned by 1- ܟܬ ܟܬ ܘ ܝܙ ܕ ܠ
(1 point) Solve the equation -4x - 7y - 92 -13. X ܕ ܠ ܕ +S +t
QUESTION 6 In an inverting summing amplifier circuit, two inputs are given (check here to show): V1 peak - 2.0 V (square) and V2peak = 1.0 V (triangle) at 500 Hz Draw one cycle of V1, V2 and Vout on the V-t graph paper (here) when R1 - R2. After complete your drawings, write your name on the graph, take a photo or save it to a jpg file and submit below Attach File Browse My Computer Browse Content Collection...
Find the orthogonal projection of y onto Span{u1, uz}. g= 4 ] 2015 ܕ 1 ܕ20 ܕ on? 1 3
Integrate the function. 9- ܐܢ dx x $-:. ܐ,O 31nr 0 3 9 + 0 [x2 9 3 sin x|ܚ + C 3 {x2 -9 3 ܕ ܘ€ 3 +C x2 -9 sec- 9 +
Please draw the following mechanisms: ethanol with acetyl chloride 1-propanol with acetyl chloride :5: ܕ . ܝܕܶ ܐ
A transverse harmonic wave travels on a rope according to the following expression: y(x,t) = 0.14sin(2.3x + 17.8t) The mass density of the rope is μ = 0.107 kg/m. x and y are measured in meters and t in seconds. I'm missing 6, 7 and 8 1) What is the amplitude of the wave? 0.14m 2) What is the frequency of oscillation of the wave? 2.8334Hz 3) What is the wavelength of the wave? 2.73m 4) What is the speed of the wave? 7.74m/s...
A tightrope walker begins crossing a rope at t = 0 s and walks at a speed of 1.0 m/s as shown below. After 12.0 s, a large bird lands on the far end of the rope and the acrobat stops walking. The bird causes a transverse wave pulse to move along the rope, toward the acrobat. If the rope has a tension of 3.00 kN, a mass of 10.0 kg and is 30.0 m long, how long after the...
please analyze two spectrums and discuss briefly why you think so etc. Assign all the resonances and describe how they can be used to assess complete transformation of the starting material to product. The Infrared data for the starting material and the product appear below. Assign the major absorptions and describe how they can be used to assess complete transformation of the starting material to product. The mechanism provided below describes the oxidation of cyclohexanol. Adapt it to the oxidation...
Two masses are tied to the ends of a rope, and the rope is draped over a pulley. This arrangement is known as "Atwood's machine." Assume the rope and pulley are massless and there is no friction in the pulley. When the masses are of 20.5 kg and 14.7 kg, calculate the magnitude of their acceleration, a, and the tension in the rope, T. Take g = 9.81 m/s2. Use Free Body Diagrams to support your analysis.