FRESHMAN TIPS
✥Applied Derivative of inverse csc functions . Y=csc⁻^1(secx) find dy/dx? Hint: csc⁻^1 means inverse of csc .
✅Explanation
Hint:(csc⁻^1)'=
-f'(x) / f(x)sqrt((f(x)^2+1))
=-(secx)'/secx sqrt((secx)^2+1))
=-(-tanx secx) / secx sqrt(sec^2+1)
=tanx secx / secx tanx
=1
Hint:(csc⁻^1)'=
-f'(x) / f(x)sqrt((f(x)^2+1))
=-(secx)'/secx sqrt((secx)^2+1))
=-(-tanx secx) / secx sqrt(sec^2+1)
=tanx secx / secx tanx
=1
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Which perspective of state focuses on the role or purpose of the state institutions ?
Anonymous Quiz
8%
Idealist perspective
60%
Functionalist perspective
25%
Organizational perspective
7%
International perspective
"state is collection of institutions which are established and funded by public"is the view of......
Anonymous Quiz
17%
Idealist
15%
Functionalist
61%
Organizational
7%
International
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Link:@examanswer1
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