Find the inverse function of each. a) f(x) = log3 x x= log, (y) b) f(x)...

  

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Find the inverse function of each. a) f(x) = log3 x x= log, (y) b) f(x) = 4* 2 [5 marks] Sketch both these functions by hand on the same grid, (include labeled asymptotes): a) f(x) = log x b) g(x) = log (x-3) 3 [4] What transformations relate each of the following to the functionf(x) = log? a) a(x) = log2 (7x-14) b) b(x) = log10 (x) +1 = 10g (+1 Horizotal Traslation To Right by 14/7 units [4 marks] Isolate an exact expression of x and then evaluate it accurate to 5 decimals. a) logx 7 = 5 b) e* = 7 5 [6] Find the exact intersection point of f(x) = log (14x-2) andg(x) = 4 + log (x - 1). 6 [7] Solve log3 (x-1) + log3(x - 2) - log3(x + 6) = 0 Find the inverse function of each. a) f(x) = log3 x x= log, (y) b) f(x) = 4* 2 [5 marks] Sketch both these functions by hand on the same grid, (include labeled asymptotes): a) f(x) = log x b) g(x) = log (x-3) 3 [4] What transformations relate each of the following to the functionf(x) = log? a) a(x) = log2 (7x-14) b) b(x) = log10 (x) +1 = 10g (+1 Horizotal Traslation To Right by 14/7 units [4 marks] Isolate an exact expression of x and then evaluate it accurate to 5 decimals. a) logx 7 = 5 b) e* = 7 5 [6] Find the exact intersection point of f(x) = log (14x-2) andg(x) = 4 + log (x - 1). 6 [7] Solve log3 (x-1) + log3(x - 2) - log3(x + 6) = 0