نقطتان )2( The angular separation between the vectors A = 2 ax + 3ay + 8az and B = 4ax – 3ay %3D + 6az is (in degrees) 46.7 O 48.6 O 48.8 O 50.2 O

Q: 12. Simplify in rectangular form: 3e?<40°

A: We know that conversion formula for exponential to rectangular is ejϕ=x+jyWhere x=cosϕ, y=sinϕ Given…

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A: It is given that:

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Q: The angle that vector A =2ax+3ay+8a, makes with x-axis is 56.14 42.03 68.19 76.82 A Moving to…

A:

Q: Distance between two points P - -60-

A: In the given question we have two points  P in Cartesian coordinates and  Q in spherical coordinates…

Q: Question 13 The angle that vector A =2ax+3ay+4az makes with y-axis is 56.14 42.03 68.19 76.82

A:

Q: Draw a PLA circuit to impliment the functions F, = ĀB+ AC+ÃBC and F, = (AC + AB + BC)

A: RAM is volatile memory. It is used for temporary storage as it is volatile . Programmable logic…

Q: The angle that vector A =2ax+3ayt4az makes with x-axis is 56.14 76.82 42.03 68.19

A:

Q: Problem 3: Determine the symmetrical components of the three currents la = 10/0: , Ib = 10/230' ,…

A: Given three phase currentsIa=10∠0° AIb=10∠230° AIc=10∠130° A

Q: The following vectors are given : M=-10ax+4ay-8az and N=8ax+7ay-2az. Find the magnitude of 5ax+N-3M

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Q: Two vectors A = 4ax + 3ay and B = ax + 2ay + 2az , find (c) O AR between A and B O 56.3 degrees 48.2…

A: We need to find angle between given vectors .

Q: Wh

A: Approximate sum of the two vectors: Consider a and b as the vector:

Q: Evaluate the following complex numbers: a) z1 = (1+/) 1/2 b) 6230°+j5-3+ej 45°

A: Step 1:  Step 4:

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A: For controllable rank (B:AB) should be equal to n ,Here n is 2.

Q: 1– 2:-1 X(Z) = 1+ ž:-1 + z-2

A: In the Given question     X (z)  = 1-2z-11 + 52z-1  + Z-2 As we know that M = 1  , N = 2 hence…

Q: What will be the crisp product of the two following vectors: A=3i+4j-5kB=-i+j-2k

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Q: 3. Determine the following values from Figure 2: Xc P= Phase Angle e 4. Draw and label the vector…

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Q: Convert Polar Form into Rectangular Form 69.853∠26.697° Ω

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Q: y = y² + 5y + 6 %3D

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Q: How To Find Vector Product AXB A = 31 - 4j + 2k B = 9î − 6ĵ + 2k

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Q: 1 + 4z-1 (2) 1 + 7/12 z-1 + 1/12 z-2

A:

Q: Evaluate this complex number: 3. (40 250° +20 2-30°) 1/2

A: Given: 40∠50o+20∠-30o12

Q: The angle that vector A=2a,+3a,+4a, makes with z-axis is

A: Given Vector Z = 2ax + 3ay + 4az

Q: The angle that vector A=2a,+3ay+4az makes with x-axis is

A:

Q: The angle that vector A =2ax+3ay+8a, makes with x-axis is 76.82 42.03 56.14 68.19

A: By dot product angle between vectors A and B is  A.B = Mag(A)*Mag(B) cos (angle between A and B)

Q: The angle that vector A =2ax+3ay+8az makes with x-axis is

A: We know the formula for angle between two vector .

Q: Question 4 The magnitude of the vector A=4+8+62 is:

A: Given data, The vector,  A→=4x^+8y^+6z^

Q: : find x(k) 3z-5z2 + 3z (z- 1) (z - 0.5) X(z)

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Q: Find the rectangular form of the following complex numbers: (a)-8/210°, (b) 40/305°, (c) 10e -30°,…

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Q: QUESTION 4 Consider the complex numberd defined below Z₁ = 1-j Convert Z₁ to polar form and specify…

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Q: Evaluate. No solution, final answer only in rectangular form. ... 10230° + (2 – j4) y = 100| (3 +…

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Q: Find the polar form (in radians) z = -2-4i

A: Given: Z=-2-4i Need to find the equivalent polar form in radian.

Q: dz Find fc z-3i where C is the circle |2z + 4 = 8. "

A: This problem can be solved by using cauchy's integral theorem.

Q: The angle that vector A =2ax+3a,+4az makes with y-axis is 42.03 68.19 56.14 76.82

A: Choose the correct option Angle between two vector if one vector A= 2ax +3ay +4az  B= ay

Q: Q4/ calculate The angle betweeh The Two Vector A, B That make the relationship. AXBI A-B - 3 4

A: Given: Expression: A→.B→=34A→×B→

Q: 1+ 0.3z-1 + 0.5z-2 X(z) 1+ 0.8z-1 + 0.15z-2

A: The solution is given below

Rectangular Coordinate System

In a rectangular coordinate system, each point based on the pair of coordinates is specified uniquely in the plane. From two fixed perpendicular lines, these coordinates are at a distance in the rectangular coordinate system. Each line is known as the reference axis and axes as plural. The point where they meet is called the origin (0,0).