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******** ******************* ******** of institutionCourse **** *** numberInstructor’s nameDue ************************** FunctionFor * * 2√x -When I ******* *** ****** (00) **** ******** and ***** * *** * graph **** *** ** intercepts ** is **** ***** *** graph **** *** ***** the x ** ****** The ****** *** this ******** ** *** **** numbers greater **** ** ***** ** ******* ** ****** *** ***** ** [0∞) ** **** **** ******** **** define * ******** ** ** ****** *** vertical line **** ******* ** ******** line **** ********* *** graph ** **** **** one ******** *********** *** ******* ****** **** **** **** ***** and ***** **** that the ***** *** a y-intercept ** **** The ****** ** all **** numbers greater than ** equal ** ******* ** ****** *** *** ***** is ****** ** **** ******* * function ** ** ****** *** ******** line ****** *** ***** of the ***** equation was ******* ** three units *** **** **** ***** *** new ******** would ** y = ***** **** **** ************** ******* the *********** from (00) to (-43) and compresses *** ***** horizontallyBoth ********* ****** * relation ******* x *** * but only ****** * function ** *** vertical **** **** ** ****** ******* **** x value maps ** *** *** only *** * ***** *** ************** ** shifting *** ***** ** three ***** would ***** *** range ** *** ***** ** three ***** ***** *** ******** ***** *** ****** ******** *** ***** ** ***** ***** ***** **** the *** ***** [-3∞) The ***** ****** ***** *** y-values ** ** * ** ****** that ********** *** positive ******** **** *** **** ******** ***** units ******* ********* ****** with y-values of **** *** **** ******** ** ** ** *** ******* ******* ***** *** previously ** now -3 Therefore *** ***** ******* three ***** lower to *********** **** *** minimum ******* of **

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