I need help with all of these questions please ?? Learning Activity - Section 6.1- Transformations of GraphsNames: Shannon bcnardDraf Dlimpia Monet3/10/22Hemeioork1. Use transformations to graph the function a(x) = x-2 +3.a. The parent function of a(x) = Vx-2+3is y=b. The term of -2 in the function indicatesa shiftby_units.in which direction?C. The term of +3 in the function indicatesa shiftbyin which direction?units.d. Choose 5 convenient points on the givengraph of the parent function, and shiftthe points appropriately to graph a(x) = {x–2+3 on the same coordinate system.2. Use transformations to graph the function c(x) = 3/x.a. The parent function of c(x)=3/x is y=10b. The factor of 3 in the function indicates avertical or horizontal?shrink or stretch?c. For any point (x, y) on the graph of the parent function,the point (x, y) is on the graph of c(x)= 3x.d. Choose 4 convenient points on the given graph of theparent function, and transform the points appropriatelyto graph c(x) = 3Vx on the same coordinate system.Use the provided table to guide your work.10points on the graph of theparent function in the formtransformed points on thegraph of y = c(x) in the form(x,y)(x,y) 1753. Use transformations to graph the function b(x)=|a. The parent function of b(x) =is y=b. The factor ofin the function indicates avertical or horizontal?shrink or stretch?c. For any point (x, y) on the graph of the parent function,the point ( x, y) is on the graph of b(x)=d. Choose 5 convenient points on thegiven graph of the parent function,and transform the pointstransformed points on thepoints on the graph of theparent function in the form graph of y = b(x) in the form(x, y)(x, y)appropriately to graph b(x)=on the same coordinate system. Usethe provided table to guide youro doswork.4. Consider the parent function f(x)=|x.10a. Sketch the graph of f (x)= x on the blank coordinatesystem.b. Reflecting the graph of f(x)=|x across the y-axiswould producegraph.-10-810"the same" or "a different"?c. Evaluate: f(4) = _ , ƒ(-4) = _, f(0) =d. The function g(x)=|-x| represents the graph off(x)= x| reflected across the y-axis. Evaluate:g(4) = _, g(-4)=g(0) =e. Are you convinced that the functions f(x)= x and g(x)=|-x are equivalent?

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I need help with all of these questions please ?? Learning Activity - Section 6.1- Transformations of GraphsNames: Shannon bcnardDraf Dlimpia Monet3/10/22Hemeioork1. Use transformations to graph the function a(x) = x-2 +3.a. The parent function of a(x) = Vx-2+3is y=b. The term of -2 in the function indicatesa shiftby_units.in which direction?C. The term of +3 in the function indicatesa shiftbyin which direction?units.d. Choose 5 convenient points on the givengraph of the parent function, and shiftthe points appropriately to graph a(x) = {x–2+3 on the same coordinate system.2. Use transformations to graph the function c(x) = 3/x.a. The parent function of c(x)=3/x is y=10b. The factor of 3 in the function indicates avertical or horizontal?shrink or stretch?c. For any point (x, y) on the graph of the parent function,the point (x, y) is on the graph of c(x)= 3x.d. Choose 4 convenient points on the given graph of theparent function, and transform the points appropriatelyto graph c(x) = 3Vx on the same coordinate system.Use the provided table to guide your work.10points on the graph of theparent function in the formtransformed points on thegraph of y = c(x) in the form(x,y)(x,y) 1753. Use transformations to graph the function b(x)=|a. The parent function of b(x) =is y=b. The factor ofin the function indicates avertical or horizontal?shrink or stretch?c. For any point (x, y) on the graph of the parent function,the point ( x, y) is on the graph of b(x)=d. Choose 5 convenient points on thegiven graph of the parent function,and transform the pointstransformed points on thepoints on the graph of theparent function in the form graph of y = b(x) in the form(x, y)(x, y)appropriately to graph b(x)=on the same coordinate system. Usethe provided table to guide youro doswork.4. Consider the parent function f(x)=|x.10a. Sketch the graph of f (x)= x on the blank coordinatesystem.b. Reflecting the graph of f(x)=|x across the y-axiswould producegraph.-10-810&#34;the same&#34; or &#34;a different&#34;?c. Evaluate: f(4) = _ , ƒ(-4) = _, f(0) =d. The function g(x)=|-x| represents the graph off(x)= x| reflected across the y-axis. Evaluate:g(4) = _, g(-4)=g(0) =e. Are you convinced that the functions f(x)= x and g(x)=|-x are equivalent?

Accepted Answer

As per the instruction, we will be answering the first question.
1.
Given:

For (a),
The parent…