f(x)= 2sin(2x-π)-3 on the interval [0,2π] State: amplitude period phase shift equation of axis domain range What would be my mapping rule and...
f(x)= 2sin(2x-π)-3 on the interval [0,2π] State: amplitude period phase shift equation of axis domain range What would be my mapping rule and...
f(x)= -cos[1/2(x-5π/6)] on the interval [0,2π] State: amplitude period phase shift equation of axis domain range What is the mapping rule...
f(x)= 4cos(2x)-1 on the interval [0,3π] State: amplitude phase shift period equation of axis domain range What would be...
f(x)= -sin(x+ π/3) +2 on the interval [0, 2π] State: amplitude period phase shift equation of axis domain range What would be my mapping rule...
I don't have a specific question in mind but I just want to know what equations I wouold use and what steps I would take. EX: You're given initial velocity, coefficient of kinetic friction...
(1-cos^2x)(cot^2+1) = 1
2sin^2x - 1÷ sinxcosx = tanx-cotx
sinx÷ cscx + cosx÷ secx=1
sin^4x - cos^4x =1 -2cos^2x