Question: https://www.desmos.com/calculator/mb5ybg2o9y Give the parent function, Range and domain, and describe the transformations of equations 1,2,4, and 5. 10- 10 10 10-fEquation no 1 : The

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Give the parent function, Range and domain, and describe the transformations of equations 1,2,4, and 5.

10- 10 10 10-\fEquation no 1 : The parent function is y=x+5. The first transformation is a translation upwards up 5 units to the right. This shifts the entire graph of the function 5 units to the right. The X second transformation is a reflection over the x-axis. this indicates that the function's graph will be reflected over the x-axis. The third transformation is a vertical stretch by a factor of 2. This stretches the graph of the function vertically by a factor of 2. What is the equation you are referring to? These transformations create the equation y = -2x + 5. Please verify. The parent function of y = -sinx is y = sinx. There is only one transformation here. What would it be? Equation no 2 : The parent function is y=-sin x. The first transformation is a vertical X shift up by 1 unit. This shifts the entire graph of the function up by 1 unit. The second transformation is a reflection over the x-axis. this indicates that the function's graph will be reflected over the x-axis. The third transformation is a vertical stretch by a factor of 2. This stretches the graph of the function vertically by a factor of 2. Equation no 3 : The parent function is y=0. The first transformation is a translation 5 X units to the right. This shifts the entire graph of the function 5 units to the right."The second transformation is a reflection over the y-axis.this indicates that the function's graph will be reflected over the y-axis. The third transformation is a horizontal stretch by a factor of 2. This stretches the graph of the function horizontally by a factor of 2. Equation no 4 : The parent function is y=x*2+5. The first transformation is a translation 5 units to the right. This shifts the entire graph of the function 5 units to the right. The second transformation is a reflection over the y-axis. this indicates that the function's graph will be reflected over the y-axis. The third transformation is a There is no parabola on your graph. horizontal stretch by a factor of 2. This stretches the graph of the function horizontally by a factor of 2. X 7 This is the same as equation 2. Equation no 5 : The parent function is y=-sin x. The first transformation is a vertical shift up by 1 unit. This shifts the entire graph of the function up by 1 unit. The second transformation is a reflection over the x-axis. this indicates that the function's graph will be reflected over the x-axis. The third transformation is a vertical stretch by a factor of 2. This stretches the graph of the function vertically by a factor of 2. X

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