pls help me determine z1(w) and Z2(w) in this picture i would be so gradefuf if somebody help me do it
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Note: if z = (z1, z2, z3), then the vectors x = (−z2, z1, 0) and
y = (−z3, 0, z1) are both orthogonal to z.
Consider the plane P = H4 (1,−1,3) in R 3 . Find vectors w, x, y
so that P = w + Span(x, y).
Note: if z = (2,22,23), then the vectors x = (-22,21,0) and y = (-23,0,2) are both orthogonal to z. Consider the plane P = H(1,-1,3) in R3. Find vectors...
Given that z1 = 6−3 i and z2 = 3−11 i, find the following in the form x + y i _ Z1 = _ Z1 Z2 = Z1/Z2=
Find the area and solve the following triangles(if possible) : A. beta=32.7 degrees, a=37.5 cm, b=28.6 cm B. a=4.1 in, b=9.8 in, c=6.2 in 2. Let z1=4+4i , z2=-5-5i. (Determine the trig form of z1 and z2,, and then find both z1/z2 and z1 and z2.
please give correct answer 100% please make sure hand writing is
clear and easy to read. please help me explain clearly the answer
given because i need to understand.
Find the magnitude and arguments of: a) Z1 7 - 12i b) Z2=-1 i
Please show all work and concepts
5.2 (15 pts) In the following circuit, voltage source V 10020° V, 60 Hz supplies power to three load circuits with impedances Z1, Z2, and Z3. The following information was deduced from measurements performed on the three load circuits Load Z1: 45 W at pf 0.95 lagging Load Z2: 70 VA at pf 0.75 leading Load Z3: 100 VA at pf = 0.6 lagging (a) Are Z1, Z2, and Z3 inductive or capacitive? (b)...
Can anyone please help me to simplify the two Z1 and Z2 expressions using boolean identities? then help me to draw the logisgm circuit. (POS) Boolean algebra Z1 = (X1∙X2∙~X3∙X4) ∙ (X1∙~X2∙X3∙~X4) ∙ (~X1∙X2∙X3∙X4) ∙ (~X1∙X2∙3∙X4) ∙ (~X1∙~X2∙~X3∙X4) ∙ (~X1∙~X2∙~X3∙~X4) Kmap simplify algebra: Z1 = (X2.~X3.X4)+(~X1.X2.X4)+(~X1.~X2.~X3)+(X1.~X2.X3.~X4) (POS) Boolean algebra Z2 = (X1∙X2∙X3∙X4) ∙ (X1∙X2∙X3∙~X4) ∙ (X1∙~X2∙X3∙~X4) ∙ (X1∙~X2∙~X3∙~X4) ∙ (~X1∙X2∙X3∙~X4) ∙ (~X1∙X2∙~X3∙~X4) ∙ (~X1∙~X2∙X3∙~X4) Kmap simplify algebra: Z1 = (X3.~X4)+(X1.X2.X3)+(X1.~X2.~X4)+(~X1.X2.~X4) please help me to simplify these two; Z1 = (X2.~X3.X4)+(~X1.X2.X4)+(~X1.~X2.~X3)+(X1.~X2.X3.~X4)...
Consider the following linear recurrence over Z2 of degree four: Zi+4 = (Zi + Zi+3) mod 2, i ≥ 0. For each of the 16 possible initialization vectors (Z0, Z1, Z2, Z3) Ԑ (Z2)4, determine the period of the resulting keystream.
1. the below picture is result of SN1 reaction.
please help me this question (see the last picture) I am having
a trouble to finish this reaction in the last step as it is given
below picutres. Somebody please help me
Klein, organic Chemistry, 2e Help l System Announcements Practice the Skill 07.21e Draw the mechanism for the following SN1 process: H2SO4 MeOH oMe OH (e) Step 1 Correct. This mechanistic step is a proton transfer. Draw step 1 of...
Signals and systems
.all T-Mobile 5:32 PM イ* 74% (TCO 4) Determine the z-transform of the signal, x(n). shown below using the basic definition of z-transform X(z)x(n)z-". Allvalues not shown can be assumed to be zero. an arbtrary sequence, all values not shown are zero C6 우 ' .3 sample number or n Top Oz- z2 - 2z3 - 2z4 01-z1- 2z2 + 2z*
I am need help with this math problem, is there anyone can help
me to solve it, with step pls so that I am able to learn how to do
it by myself next time
r2 secdx
r2 secdx