Question: Answer this question 4-2) Given that z = 2 (cos (i) + j sin (in satisfies the equation 24 = c(1 +jv'37), where c is

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4-2) Given that z = 2 (cos (i) + j sin (in satisfies the equation 24 = c(1 +jv'37), where c is real a. Find the value of c. b. Find the other three roots of this equation. c. Express the roots in exponential and polar forms. Hint: Use de Moivre's Theorem to find the value of 24 then equate the two equations

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