Mathematics: okokokokoko sum 1 walk me thru applications with coordinates? inv me to ur zoom i left a tutors and i cant get back in for some reasonn

okokokokoko sum 1 walk me thru applications with

mattgraham366

19.04.2022

we must replace by $2\cdot x$ and then translate the function 3 units in the +y direction.

We can transform $y = \log x$ into $y = \log 2\cdot x +3$ by means of the following operations:

Replace

by $2\cdot x$ . (Dilation factor: 2)Translate the resulting expression 3 units in the +y direction. (Vertical translation)

That is, we represent the operations defined above mathematically:

1) $y = \log x$

2) $y = \log 2\cdot x$

3) $y = \log 2\cdot x + 3$

In a nutshell, we must replace by $2\cdot x$ and then translate the function 3 units in the +y direction.

We kindly invite to check this question on transformation rules: link

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