# ) write equations of the horizontal and the vertical lines that pass through the point ( - $ . = )` A. horizontal . Y = _ 8;` vertical .* =\ B....

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1 . )write equations of the horizontal and the vertical lines that pass through the point ( - $ . = )`A. horizontal . Y = _ 8;`vertical .* =\B. horizontal . " =vertical .* = _ $C. horizontal . Y =vertical . * = _ BYD. horizontal . Y =- ;vertical : * = _ 8E . None of these2. )Determine the intervals on which the function ( to the left' ; is increasing , decreasing , and constant .DO not include the endpoints in the answer .A .Increasing on 1 - 10 , 1 1 ; Decreasing on ( 1 , 00^B . IIncreasing on ( 1 , 00 ) ; Decreasing on ( - 00 , 1]C .Increasing on ( - 00 , - 1 ) ; Decreasing on ( - 1 , 00 )D. Increasing on ( - 1 , 00 ) ; Decreasing on 1 -00 , - 1 1E . None of these" HHHHHH` HHHHHH^3 . )Given the function { , match the function ; with a transformation of F .HHHH`F ( x ) = * 2 - 3 and g ( x) = *2 - 4Fix] + 1B. Fix - 1)C . FIX + 1 )D. FIXj - 1E . None of these4 . )If an object is dropped off of a tower , the velocity , V , of the object after + seconds can be obtained bymultiplying + by 32 and adding 10 to the result . Express V as a linear function of t .A. FEES _ _ TOB . VIty = 42 1C . V ( t) = 321 + + 10 )D. Vitj = 32 + 101E . None of these5 . )Fill in the blank : You can extend the line in the answer sheet for this question ."Write an equation for a function that has a graph with the shape of * =*^ is shifted 3. 2 units to theright and then vertically shrunk by a factor of 0. 5 .

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