The coordinates of a point O' relative to rectangular cartesian axes Ox Oy, Oz are (1, 1,-1). Through O' new axes 0' * x' O' * y' ...
((1 + 0.006)120 - 1)
let f(x)= x + 3 and g(x) = 2x - 5. find (f o g)(2)
$\frac{cosA.cosecA-sinA.secA}{cosA+sinA}$=cosecA-secA
Determine a função afim f(x) = ax + b, sabendo que f(3) = -4 e f(–4) = 6.
(−9) − (−8) + 2 × 4^2
let f(x)= 3x -1 and g(x) = x^2. find (f o g)(1)
The coordinates of a point O' relative to rectangular cartesian axes Ox Oy, Oz are (1, 1, 1). Through O' new axes 0' * x' O' * y' ...
BC and DE are straight lines. Find AFB?