Calculus Basic Derivative Game Question Preview (ID: 33609)
Drill Over Basic Trig Derivatives.
TEACHERS: click here for quick copy question ID numbers.
d/dx sinx =
a) - cos x
b) - sin x
c) cos x
d) tan x
d/dx cos x
a) sin x
b) - sin x
c) cos x
d) - cos x
d/dx tan x
a) (sec x) ^2
b) - (sec x)^2
c) sec x tan x
d) - sec x tan x
d/dx sec x
a) (sec x)^2
b) (csc x)
c) sec x tan x
d) csc x cot x
d/dx csc x
a) - csc x cot x
b) - (cot x)^2
c) sec x tan x
d) csc x cot x
d/dx cot x
a) csc x cot x
b) - csc x cot x
c) (csc x)^2
d) - (csc x) ^2
d/dx f(g(x)) =
a) f(g'(x))
b) f'(g(x)) g'(x)
c) f'(g(x))g(x) + g'(x) f(g(x))
d) undefined, therefore no derivative
d/dx e^x
a) e^x
b) x^e
c) -e^x
d) ln x
d/dx x^n
a) x
b) 0
c) 1
d) n x^(n-1)
d/dx 5
a) 5
b) 1
c) 0
d) x
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