Ask a New Question
Search
Show that the equation tanθ = sinθ can be written in the form sinθ(1 - 5cosθ) = 0?
1 answer
tanθ = sinθ
sinθ/cosθ = sinθ
sinθ = sinθ cosθ
sinθ - sinθ cosθ = 0
sinθ(1-cosθ) = 0
No idea where the 5 came from.
Ask a New Question
or
answer this question
.
Similar Questions
Show that the equation tanθ = sinθ can be written in the form sinθ(1 - 5cosθ) = 0?
1 answer
simplify the trigonometric expression. (cos^2θ)/(1-sinθ)
sin θ 1 + sinθ 1 - sinθ (1 - sinθ)/(sinθ) choose the correct
1 answer
Verify the given equations:
____1______ + ____1_______ = -2 tanθ tanθ – secθ tanθ + secθ 1 – sinθ = sec2θ – 2 secθ
1 answer
Which of the following equations describe the condition for observing the fourth dark fringe in an interference pattern
1 answer
more similar questions