DERIVATIVES TEST (1)

DERIVATIVES TEST

a. f '(x) = -(2x)csc(x)cot(x)sec²(x²)
b. f '(x) = csc(x)[(2x)sec²(x²) -cot(x)tan(x²)]
c. f '(x) = -csc(x)[sec²(x²)-cot(x)tan(x²)]
d. f '(x) = -(2x)csc(tan(x²))cot(tan(x²))sec²(x²)


a. f '(x) = -(2x)csc(x)cot(x)sec²(x²)
b. f '(x) = csc(x)[(2x)sec²(x²) -cot(x)tan(x²)]
c. f '(x) = -csc(x)[sec²(x²)-cot(x)tan(x²)]
d. f '(x) = -(2x)csc(tan(x²))cot(tan(x²))sec²(x²)


a. $3.24
b. $13872.00
c. $3.12
d. $3.00


a. a(0.5) = 11.0m/s²
b. a(0.5) = 12.0m/s²
c. a(0.5) = 2.66m/s²
d. a(0.5) = 24.5m/s²


a.
b.
c.
d.


a. y = 2
b. y = 0
c. y = x
d. Tangent line does not exist