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f(x)= logx has been transformed to 1 g(:c) = 210g( (w 1)) 4 The point (1,0) is on f(x). What is its image point in

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f(x)= logx has been transformed to 1 g(:c) = 210g( (w 1)) 4 The point (1,0) is on f(x). What is its image point in g(x)? Enter the x coordinate in the first blank below. Enter the y coordinate in the second blank below When f(:l? ) ].0g X is transformed to g(fb') 3 log(% (iB + 4)) D.,which transformations do not occur? Check all that apply. O a) Horizontal shift left 4 units O b) Vertical shift down 5 units O c) Horizontal compression by a factor of % D d) Vertical stretch by a factor of 3 O e) Reflection over the y-axis

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