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2017-05-04
It's pretty good. There is a delay from when I type till when the text appears in the text box.Also, I don't like have each field with a help box. I know I can X it out but it gets in the way when I want to go fast. I do like that it goes automatically from one field to the next such as with the dates.
2017-08-09
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2019-06-16
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2019-12-31
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2019-05-16
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2024-04-21
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2022-06-21
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2022-06-10
I couldn't insert tables and extend the…
I couldn't insert tables and extend the size of the windows to write more notes. I didn't't find the explanation on how to do so
2021-04-15
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What are the 4 types of transformations?
There are four main types of transformations: translation, rotation, reflection and dilation.
What is the transformation formula?
A function transformation takes whatever is the basic function f (x) and then “transforms” it (or “translates” it), which is a fancy way of saying that you change the formula a bit and thereby move the graph around. This is three units higher than the basic quadratic, f (x) = x2. That is, x2 + 3 is f (x) + 3.
What is the correct order to apply transformations?
Start with parentheses (look for possible horizontal shift) (This could be a vertical shift if the power of x is not 1.) Deal with multiplication (stretch or compression) Deal with negation (reflection) Deal with addition/subtraction (vertical shift)
What is the order of graphing transformations?
By changing the order of operations using the parentheses, we have also changed the order of the transformations: Start with: f(x) x^2 (0, 0) Shrink horizontally by 3: f(3x) (3x)^2 (0, 0) Shift 3 units to the right: f(3(x — 3)) (3(x — 3))^2 (3, 0) Here we first replaced x with 3x, which shrinks the graph about the y-
Does order matter in transformations?
When combining horizontal transformations written in the form f(bx+h) f (b x + h) , first horizontally shift by h and then horizontally stretch by 1b. Horizontal and vertical transformations are independent. It does not matter whether horizontal or vertical transformations are performed first.
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