F(x) = 2|x+3| – 5, name the type of function and describe each of the three transformations from the parent functionf(x) = |x|

absolute value functionexpanded vertically by a factor of 2shifted horizontally by 3 units to the leftshifted down by 5 units

Step-by-step explanation:

The transformations generally applied to a function f(x) can be generically written as ...

  g(x) = a·f(b·x -c) +d

where ...

a = vertical expansion factorb = horizontal compression factorc = horizontal shift (translation) rightd = vertical shift (translation) up

Your f(x) is |x|, the absolute value of x. The various transformation factors applied to it are ...

a = 2; vertical expansion by a factor of 2b = 1; no horizontal compressionc = -3; horizontal shift left by 3 unitsd = -5; vertical shift down by 5 units

Comment on the above generic form

In the form shown, the expansion and compression factors are applied before the translations horizontally and vertically. When the expansion/compression factors are negative, the function is reflected across the x- and/or y-axis, respectively.

Sorry can u repeat that?

7days is 168 hours in decimal form it is just 168 there is no decimal form for this because it is like 168.0 and there is no number you are dividing it by for it to be a decimal.hope this