WorksheetsTransformation of the Graph of Logarithmic Function
Total questions: 22
Worksheet time: 17mins
Select all the transformations that apply.
y = log 6 (x - 1) - 5
Horizontal shift left 1
Horizontal shift right 1
Vertical shift up 5
Vertical shift down 5
Select all the transformations that apply.
y = log 5 (x + 1) +1
Horizontal shift left 1
Horizontal shift right 1
Vertical shift up 1
Vertical shift down 1
Select all the transformations that apply.
y = -2 log 1/2 x
Vertical stretch by 2
Vertical shrink by 1/2
Reflection across the y-axis
Reflection across the x-axis
Select all the transformations that apply.
y = 3log 3 (2x)
Vertical stretch by 3
Vertical shrink by 1/3
Horizontal shrink by 1/2
Horizontal stretch by 2
y = a*logb(x-h)+k, what letter tells us if the function has moved left or right?
What transformation is occurring vertically? y = 2/3 log x
stretch
compression
What transformation is occurring? y = log x - 6
Horizontal shift left 6
Horizontal shift right 6
Vertical shift up 6
Vertical shift down 6
What is the asymptote of y = log2x - 3
y = 0
y = -3
x = 0
x = -3
The asymptote of y = log2x + 1 will shift...
right one to x = 1
left one to x = -1
not shift at all and remain x = 0
Describe the transformations of f(x)= -log2(x+1)
left one & y-axis reflection
right one & y-axis reflection
left one & x-axis reflection
right one & x-axis reflection
