SOLUTION: Please help me solve the problem below:
Solve the equation and find all real solutions:
cosx*sinx = 0.84
Algebra.Com
Question 1000866: Please help me solve the problem below:
Solve the equation and find all real solutions:
cosx*sinx = 0.84
Answer by ikleyn(52792) (Show Source): You can put this solution on YOUR website!
.
cos(x)*sin(x) = *sin(2x).
It is well known trigonometry formula called double argument formula for sine.
Then your equation takes a form
*sin(2x) = 0.84.
Multiply both sides by 2. You will get
sin(2x) = 1.68.
But sine can not be greater than 1. Contradiction.
Answer. The given equation has no solution.
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