Given that z1 =1– 2i, z2 = -3+4i. Z1 Find , and express it in a+ bi Z2 form.

Q: .1 Determine the possible values of xif 2x|2|x-3|. Hence, give your answer in interval notation. 2…

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Q: 5(2-3i) – 4(4+6i)

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Q: Find the conjugate of – 3i ( 2 + 5i ).

A: Solution

Q: Find w a + bi = where a and b are real number N -48+14i W3= w3=

A: Let us consider, z=-48+14i We have to find z. Let w=a+bi=z; where a and b are real numbers Then we…

Q: Evaluate the product, and write the result in the form a + bi. (5 - 3i)( 1 + i)

A: To evaluate the product

Q: Write each of the following in the standard form a + bi.   3) Z1= 4e^((5/18)πi) , Z2=…

A: 3) Given z1=4e518πi,  z2=e179πi. So,      z1×z2=4e518πi×e179πi         =4×e518πi+179πi           by…

Q: Find all solutions of the equation x^2+8x+65=0 and express them in the form a+bi

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Q: 4 + 7i Find the value of in the standard a + bi form. 5 + 8i

A: Given query is to write the expression in the form of a+ib.

Q: 2: Given z1 = 2 + i and z2 3-4i , find Z1 in the form of a + ib. Z2

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Q: Evaluate the expression (4+2i)(−2+1i)(4+2i)(-2+1i) and write the result in the form a+bia+bi.

A: a + ib = 100 +0i

Q: Solve for z, and give your answer in the form atbi. 2z+z =-5+i+2-2i z = 0

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Q: 5. Simplify to a C. Write answers in the form a + bi a, beR (g) (1+3i)(1 – 4i) (h) (5 – 2i)(-1+ i)…

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Q: a) w=−√3−3i    evaluate (−√3−3i)^15 (that would mean writing w^15 in the a+bi form)

A: Express in polar form, as follows:

Q: Solve for z, and give your answer in the form a+bi. z/(3+2i) = z+4−5i

A: We will find out the required value.

Q: Find w =a +bi , where a and b are real numbers. %3D 120-22i

A: Given120-22i

Q: find a and b if 2a-(1+2i)(a-bi)=1+2i

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Q: Find w a +bi = Vz, where a and b are real numbers. -21-20i

A: Given :  -21-20i

Q: Let a = – 4i – 5j and b – 7i + 3j. Find a - b

A: we have  a→=-4i→-5j→ and b→=-7i→+3j→

Q: Solve for z, and give your answer in the form a+bi. (z-2-2i)/(-5-i) = z

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Q: nd a, b e R such that 4 5 a + bi 1- 2i i - 2 i- 2

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Q: Find all solutions of the equation x^2+10x+34=0 and express them in the form a+bi

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Q: Solve for z, and give your answer in the form a+bi. z+3z = 5-3i+(-25–5i) z = 0

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Q: Let z = -4 + 3i and zw = -7 – 2i. By showing clear steps, find w in the form of a+bi.

A: Given:        z=−4+3i,  zw=−7−2i

Q: AS: の4+o4i (3-i)(I-2i) (2+i)(1+2i)

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Q: Let z = -4 + 3i and zw = -7- 2i. By showing clear steps, find w in the form of a+bi.

A: Given  z=−4+3izw=−7−2i

Q: 5) A = 2i+3j+5k and B = 3i+6k, Determine the direct cosine of (AXB). %3D %3D

A: Finding the cross product of vector A and vector B  i×i=j×j=k×k=0, i×j=k, j×k=i, k×i=j, j×i=-k,…

Q: Simplify the expression to a + bi form: (1+ 7i) + (4 – 10i) -

A: The given expression is 1+7i+4-10i.

Q: Evaluate the quotient, and write the result in the form a + bi.

A: Consider the provided expression, 4+6i3i Evaluate the quotient and write the result in the form a +…

Q: Evaluate the complex integral 033.png 2+3i az 2p- bz? +c if a = 9.3, b = 3, and c = 12. Then, find…

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Q: . Let z = -4 + 3i and zw = -7 – 2i. By showing clear steps, find w in the form of a+bi.

A: In this question , the value of z is inserted into zw=-7-2i, and then it is solved for value of w.

Q: 4. Simplify 3- 2i / 1+i into the form a + bi 5. If 2 - a – 5i / (1 – bi) = 3 – 5i, find a and b

A: By Bartleby policy I have to solve only first one as these 2 are unrelated problems.These are…

Q: Divide the quaternion on the right 5 + 4i− 6j  of the quaternion 3i+j-2k

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Q: (4 – 9i) + (4 – 4i)

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Q: Find all solutions of the equation and express them in the form a + bi.

A: Consider the given equation x2+12x+1=0. Simplify the given equation. 2x2+x+22=02x2+x+2=0

Q: [3 – 5i 2+41. L6 + 7i 1+8i! find the conjugate of its transpose. Given A =

A: As per our guidelines we can answer only 1 question so kindly repost the remaining questions…

Q: Simplify and express in a + bi form: (12 + 3i) – (3 – i) 2.

A: 2. We need to simplify the following complex number expression 12+3i - 3-i

Q: Find the distance d between z1 = (8+ 8i) and z2 = (-8+ 8i).

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Q: Evaluate the complex integral 033.png (2+3i az bz² zp bz +c if a = 6.08, b = 5, and c = 32. Then,…

A: Given the integral  ∫02+3iazbz2+cdz we have to evaluate this integral and if a= 6.08 , b=5 ,c =32 we…

Q: Find all distinct roots of z* +3-3i =0 and write them in the formx+iy.

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Q: Solve the followings: 1- if zl=2+3i, z2=-1+i and 23=3-2i, give an expression for zlz2 + (23).

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Q: Find the value (A+Bi form) of the following: (1 + V3i)43 243

A: NOTE: Refresh your page if you can't see any equations. . now consider only here we have

Q: Given that Z1 =1– 2i, z2 = -3+4i. Find and express it in a +bi Z2 form.

A: As per our guidelines, we are allowed to answer only one question. Since you have asked multiple…

Q: Show that 1 (a + b)(1+ i) (a – bi) (a + bi) a² + b² where a, b are reals. Hence, 2UTM 61 |5 – 5i| 1…

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Q: Solve for z, and give your answer in the form a+bi. z/(5+4i+z) = 4-5i %3D z = 0

A: Given  The equation is z5+4i+z=4-5i

Q: Solve the following expression in the form of a+ bi : i) (-3+4i)(7–1li) 11-2i -2-5i 2+3i 1 +. 2-3i…

A: Since you have posted multiple subparts, as per our policy we will answer first three subparts.…

Q: 4i Q3) Simplify to the form (a + bi) : (1+21)2

A: 4i1+2i2=4i1+4i2+4i               =4i-3+4i×-3-4i-3-4i               =4i-3-4i-32-4i2…

Q: (8 – 3i)(-7– 6i) 3i)(-7 – 6i)

A: Multiply by bracket open And convert to a+ ib form

Q: Multiply into a+bi form: 2-3i)*e^((2(pi)(i))/3)

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Q: Given z = 2 – 3i, find 13 i z z in the form of a + bi

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