Thank you Use the graph of f to describe the transformation

Use the graph of f to describe the transformation that yields the graph of g. f(x) = log_10 x, g(x) = -log_10 x f(x) = log_10 x, g(x) = -log_10 (x + 7) f(x) = log_2 x, g(x) = 4 - log_2 x f(x) = log_2 x, g(x) = 3 + log_2 x f(x) = log_8 x, g(x) = -2 + log_8 (x + 3) f(x) = log_8 x, g(x) = 4 + log_8 (x - 1)

Solution

57. f(x) =log₁₀x ,g(x)=-log₁₀x

because of - sign,the graph of g(x) reflects across x axis.

59.f(x)=log₂x

g(x)=4-log₂x

because of - sign the graph of g(x) reflects across x axis and because of +4,the graph of g(x) move 4 units up.

61.f(x)=log₈x

g(x)=-2+log₈(x+3)

because of +3 the graph will shift 3 units leftwards and because of -2 the graph will shift 2 units downwards.