Using Binet’s Formula, what is the 60th term of Fibonacci’s sequence?
3x-12
y= -5x+2
Acos(2πft+ϕ)=A(cos(ϕ)cos(2πft)−sin(ϕ)sin(2πf0t))
y+2x=9
y = -x-3
3^x= -1/9
7*6
5 diveded into 72
y= 2x-6