Use, 0 = 60°, to write the rotated conic section given below, in the x'y'-plane. x² - y² = 9 Select one: O a. (x'cos0)²-(y' sine)² - 9 = 0 b. 2²-²-9=0 ()² O c. 2(y')²(x')² - 18 = 0 O d. (x)² + 2√3x'y' - (y')² + 18 = 0 Clear my choice

Algebra & Trigonometry with Analytic Geometry
13th Edition
ISBN:9781133382119
Author:Swokowski
Publisher:Swokowski
Chapter11: Topics From Analytic Geometry
Section: Chapter Questions
Problem 22RE
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Use, 0 = 60°, to write the rotated conic section given below, in the x'y'-plane.
x² - y² = 9
Select one:
O a. (x'cos0)²-(y' sino)² - 9 = 0
b.
are (x²)²
(y)²
-9=0
2
2
O c. 2(y)² = (x')² - 18 = 0
O d. (x)² + 2√3x'y' − (y')² + 18 = 0
Clear my choice
Transcribed Image Text:Use, 0 = 60°, to write the rotated conic section given below, in the x'y'-plane. x² - y² = 9 Select one: O a. (x'cos0)²-(y' sino)² - 9 = 0 b. are (x²)² (y)² -9=0 2 2 O c. 2(y)² = (x')² - 18 = 0 O d. (x)² + 2√3x'y' − (y')² + 18 = 0 Clear my choice
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