Question

1. Complete the table below for f(x)=3". Use exact values. No work needed. [1.25 points) - 101 y = f(x) 2. Consider the functions gtx)=(13)" and h(x) =--() +4 12.5,1.25, 1.5 points) a) The points given below (in the first column) belong to g(x)= - Perform two b) Use the point found in part a) to sketch a graph of y=h(x). Include the horizontal asymptote as a dashed line. Approximate point placement where necessary. transformations (and show how the points change) to get points that belong to h(x)=- (-2,4) ►( , )+(,) (-1,2)-( , ) ► , ) (0,1) -( , )+(,) ()-( , )(,) (2,7 ) c) Complete the table. Function Domain (interval notation) Range (interval notation) Equation of horizontal asymptote Parent_and_Piece zip

Answer 1

f 9= 7 - ਦੀ 2) ਵੰਡ + ਲਥ - ੫) 7 (-25 --Q+) -2,9) (-) ) > -12 -2) > ), -2+4) , 2) ( 05 )) > (02) 2 ( ੧-੫) (03) > (1) - (I)- +੫) = ( ) (19) . >( 2-) ( ਪ ) 2 (2) - +4) =(22 ) 1 Function I Domain | Range Asymptote 090 ੧ = 0 ID I-D9D = - @, 109 , = Log , $22 09 ਨੂੰ in ੧ = Love =] ] 95 = 0 >੫ 0] |09,ਤ) =lo9 , 2 08, - 2109 7. 2 1097--2 ---- - 2 CScanned with CamScanner