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calculus
If z = 2cis 60°, find z^4 in rectangular form.
asked by anny on November 28, 2012 
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2. Choose the point that lies on the curve r = 2 – 3 sin θ. A. (5, 3π/2) B. (–2, π) C. (1, π/2) D. (5, π/2 3. Which of the following is not an approximate solution of x5 – 1 = 0? A. 0.3090 – 0.9511i B. 0.8090 +
asked by Erick on November 28, 2012 
trigonometry
2. Choose the point that lies on the curve r = 2 – 3 sin θ. A. (5, 3π/2) B. (–2, π) C. (1, π/2) D. (5, π/2 3. Which of the following is not an approximate solution of x5 – 1 = 0? A. 0.3090 – 0.9511i B. 0.8090 +
asked by Erick on November 28, 2012 
Trigonometry
2. Choose the point that lies on the curve r = 2 – 3 sin θ. A. (5, 3π/2)
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2. Choose the point that lies on the curve r = 2 – 3 sin θ. A. (5, 3π/2) B. (–2, π) C. (1, π/2) D. (5, π/2 3. Which of the following is not an approximate solution of x5 – 1 = 0? A. 0.3090 – 0.9511i B. 0.8090 +
asked by Erick on December 2, 2012 
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Please check if i did right! 2. Choose the point that lies on the curve r = 2 – 3 sin θ. A. (5, 3π/2)
asked by Carlos on December 4, 2012 
Calc
If z = 2cis 60°, find z^4 in rectangular form. A.8+8sqrt(3i) B.88sqrt(3i) C.8+8sqrt(3i) D.88sqrt(3i) E.1616Sqrt(3i)
asked by Chris on April 26, 2013 
Precalculus; urgent ! Please help !
1.Graph the polar equation r=32sin(theta) 2. Find the polar coordinates of 6 radical 3,6 for r > 0. 3. Find the rectangular coordinates of (7, 30°). 4. Write the rectangular equation in polar form. (x – 4)2 + y2 = 16 5. Write
asked by Becca on February 26, 2013 
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1.Graph the polar equation r=32sin(theta) 2. Find the polar coordinates of 6 radical 3,6 for r > 0. 3. Find the rectangular coordinates of (7, 30°). 4. Write the rectangular equation in polar form. (x – 4)2 + y2 = 16 5. Write
asked by Becca on February 26, 2013 
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1.Graph the polar equation r=32sin(theta) 2. Find the polar coordinates of 6 radical 3,6 for r > 0. 3. Find the rectangular coordinates of (7, 30°). 4. Write the rectangular equation in polar form. (x – 4)2 + y2 = 16 5. Write
asked by Becca on February 26, 2013