SOLUTION: Express the equation cot1 − 2tan1 = sin^^2 1 in the form a cos^^4
1 + bcos^^2
1 + c = 0, where a, b
and c are constants to be determined.
1 being theta
^^ is power
Algebra ->
Trigonometry-basics
-> SOLUTION: Express the equation cot1 − 2tan1 = sin^^2 1 in the form a cos^^4
1 + bcos^^2
1 + c = 0, where a, b
and c are constants to be determined.
1 being theta
^^ is power
Log On
Question 1182502: Express the equation cot1 − 2tan1 = sin^^2 1 in the form a cos^^4
1 + bcos^^2
1 + c = 0, where a, b
and c are constants to be determined.
1 being theta
^^ is power Answer by Edwin McCravy(20064) (Show Source):
Sorry nobody understands such notation in trigonometry as this
cot1 − 2tan1 = sin^^ or a cos^^4 1 + bcos^^2
This notation is not taught in any schools in the US.
Edwin
