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Solve tan(x)(tan(x)-1) = 0 a. x = pi/3±2pi(n), x = 3pi/4±2pin. b. x = pi/2±2pi(n), x = 3pi/2±2pi(n), x = ±2pi(n) c. x = ±pi(n), x = pi/2±2pi(n) d. x = ±n(pi), x = pi/4±n(pi)
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Solve tan(x)(tan(x)-1) = 0 a. x = pi/3±2pi(n), x = 3pi/4±2pin. b. x = pi/2±2pi(n), x = 3pi/2±2pi(n), x = ±2pi(n) c. x = ±pi(n), x = pi/2±2pi(n) d. x = ±n(pi), x = pi/4±n(pi)
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Aug 4, 2017
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Solve tan(x)(tan(x)-1) = 0
a. x = pi/3±2pi(n), x = 3pi/4±2pin.
b. x = pi/2±2pi(n), x = 3pi/2±2pi(n), x = ±2pi(n)
c. x = ±pi(n), x = pi/2±2pi(n)
d. x = ±n(pi), x = pi/4±n(pi)
Mathematics
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Patrice IMBERT
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D
Miro Hudak
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Aug 6, 2017
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Miro Hudak
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In solving this question that you give you must first analyze every single detail of the equation, then look for the possible formulas and form a possible solution to the problems, next is to test if your solution is true and when its true is would be letter D. right? i hope you got the correct answer same as mine.
Oliver Bock
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Aug 9, 2017
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