Find all complex solutions of the equation 8x4 -√√3-i = 0. Write the roots in exponential form and use principal value of their arguments.

Q: -3i - 4= i+3

A: Here in the given equation, we find the value of i, -3i - 4= i+3 => -3i -i = 3+4

Q: -3i^6-18i^4+48i^2=-288 solve equation

A: Given equation  -3i6 -18i4+ 48i2 = -288

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Q: ve [No.5] -2 2 зах 9x²-6x+5

A: On solving this we will get

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Q: show that 1+i is a root of the cubic equation 3z^3-5z^2+27z-45=0, find the other two roots

A: 3z3-5z2+27z-45 = 0Using rational root test :±11, ±13, ±31, ±51, ±91, ±93, ±151, ±153, ±451,…

Q: How many real roots and how many complex roots would you expect the equation x^4-16=0  to have?…

A: How many real roots and how many complex roots would you expect the equation x^4-16=0  to have?…

Q: (x-5)^7/5 = 32, solve the radical expression

A:

Q: Solve for variable in x^3 - i = 0 over complex number system

A: Let's solve given complex number equation.

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Q: Solve the given equation over the real numbers. Use exact values. n^−2−8n^−1+12=0

A: