given a segment of unit length, construct a segment of length square root of 7.
Write a complete two-column proof for following information: Given: Segment AB = x + 16, Segment BC = 4x +11 Segment AC = 77 Prove: AB = 26
1. Compute the total body CoM given the following CoM segment parameters: segment 1: 3.2kg, (10.42, 6.71) segment 2: 2.6kg, (12.35. 5.94) segment 3: 9.4kg. (8.66, 9.13)
Calculate the rotational energy of a segment, given mass of the segment is 2.2 kg, moment of inertia is 0.57 kg-m2, and angular velocity is 25 rad/s. a. 178 J b. 7.13 J c. 356 J d. 102 J
Given A=faQır.genel has linearly indep. columns, W) if A is nxm, give a basis for ColA=spaenfer,.unt aceita anim). b)ifa is mxm, can you give a basis for IR^using columns of A? c) ifA is mxm, with many can you give a basis for 1Rm to using columns of A? why or why not.
ignore the comment about the segment of 1 given
2. Using a straightedge and compass, construct a segment of length 3 (a segment of length 1 is given below the directions).
The information given below concerns how a market segment - "Cognitive Folks evaluates computers. This segment has rated each of the three computers - Sony, Del, Lenovo - based on their evaluation relative to the average in the market, where "5" is the average, 1-5 is below average, and 6-10 is above average Based on the compensatory decision model, which computer would someone belonging to the cognitive folks" segment choose? Weight Price Screen Size Processing Speed 0.4 0.1 0.3 0.2...
Given the points
,
and
:
a) Find the midpoint M of the segment
and draw it.
b) Find the length of the vector
.
c) Find the angle between
and
.
(3 pts) Mechanical energy of a segment (of length dx) of string is given by ME ufdx 1. segment However, this can vary with segment location (sometimes the maximum value and sometimes zero). A more useful expression is the mechanical energy over one wavelength. To find the energy for a wave length, you add up the ME of each segment for one wavelength: ME one wavelength ME segmentdx 0 You can evaluate this at any time you choose. So, using...
For the systems with the transfer functions given below. (a) Derive explicit formulas for AR and φ. (b) Determine the high and low frequency asymptotes and sketch the corresponding Bode plots.
For the systems with the transfer functions given below. (a) Derive explicit formulas for AR and φ. (b) Determine the high and low frequency asymptotes and sketch the corresponding Bode plots.