Help I really need jt ne he ale of l.coebrch.nd.n Amoteame. Jebrenth ts5.3 T. functas fan n Par1.3.ESCO-5Sin &:The graph of the parent function is given. Sketch the function in the space provided. Each tiekmark on the x-axis represents 30-degrees. Each mark on the y-axis is 1 unit.seco7.y = 2 sin(x)8.y - - tan x9.y = -sin (3x)10. y = tan (x - 60)11.y = cos (x + 30)12.y = 3 cos (2x)13.y = - cos (x)14.y = -2sin(x) -1 *g angk PartTrig functions ofthe t circle is the le of aday Ic.corehate X-g courante plane Jedermat5.3Ex Prove Ahat the Polnd P3.CSCO 5Sin eCollege AlgebraGraphs of Trig FunctionsCircle the best answer.Name:1.What would happen to the graph of the equation y = sin x if the equation was changed to y = (sin x +1)?the graph would shift up 1the graph would shift left 1the graph would shift down 1the graph would shift down 22.How is the graph of y = Sin(x - 30) different from that of the function y = sin x?It is shifted 30 units to the left.It is shifted 30 units to the right.It is shifted 30 units up.It is shifted 30 units down,3.How is the graph of y = 2 cos(x) different from that of the parent function y = cos x?There are 2 complete cycles of the cosine graph.There is only half of one cycle of the cosine graph.The amplitude is 2- it has higher peaks and lower valleys.The amplitude is (1/2) – it has a vertical compression4.In the graph of y=A tan(Bx + C) + D, which letter represents a change in frequency?А.AВ.C.CD.D5.If the parent function, y =tan x is shifted up 5 units and right 30 units (degrees), what is the equation of the newgraph?y = (tan x + 30) – 5y = (tan x- 30) + 5y = (tan x-5) + 30y = (tan x + 5) - 306.If the parent function, y = sin x, had a frequency and amplitude of 3 and is shifted up 2 units, what is the equationof the new graph?Ay = -sin(3x) + 2By = 3sin (3x) + 2Cy = -sin (3x) – 2y = sin (-3x) – 2Ey =2sin (3x) + 3ABCDABCDABCDABCD

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Description: Help I really need jt ne he ale of l.coebrch.nd.n Amoteame. Jebrenth ts5.3 T. functas fan n Par1.3.ESCO-5Sin &:The graph of the parent function is given. Sketch the function in the space provided. Each tiekmark on the x-axis represents 30-degrees. Ea

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Help I really need jt ne he ale of l.coebrch.nd.n Amoteame. Jebrenth ts5.3 T. functas fan n Par1.3.ESCO-5Sin &:The graph of the parent function is given. Sketch the function in the space provided. Each tiekmark on the x-axis represents 30-degrees. Each mark on the y-axis is 1 unit.seco7.y = 2 sin(x)8.y - - tan x9.y = -sin (3x)10. y = tan (x - 60)11.y = cos (x + 30)12.y = 3 cos (2x)13.y = - cos (x)14.y = -2sin(x) -1 *g angk> PartTrig functions ofthe t circle is the le of aday Ic.corehate X-g courante plane Jedermat5.3Ex Prove Ahat the Polnd P3.CSCO 5Sin eCollege AlgebraGraphs of Trig FunctionsCircle the best answer.Name:1.What would happen to the graph of the equation y = sin x if the equation was changed to y = (sin x +1)?the graph would shift up 1the graph would shift left 1the graph would shift down 1the graph would shift down 22.How is the graph of y = Sin(x - 30) different from that of the function y = sin x?It is shifted 30 units to the left.It is shifted 30 units to the right.It is shifted 30 units up.It is shifted 30 units down,3.How is the graph of y = 2 cos(x) different from that of the parent function y = cos x?There are 2 complete cycles of the cosine graph.There is only half of one cycle of the cosine graph.The amplitude is 2- it has higher peaks and lower valleys.The amplitude is (1/2) – it has a vertical compression4.In the graph of y=A tan(Bx + C) + D, which letter represents a change in frequency?А.AВ.C.CD.D5.If the parent function, y =tan x is shifted up 5 units and right 30 units (degrees), what is the equation of the newgraph?y = (tan x + 30) – 5y = (tan x- 30) + 5y = (tan x-5) + 30y = (tan x + 5) - 306.If the parent function, y = sin x, had a frequency and amplitude of 3 and is shifted up 2 units, what is the equationof the new graph?Ay = -sin(3x) + 2By = 3sin (3x) + 2Cy = -sin (3x) – 2y = sin (-3x) – 2Ey =2sin (3x) + 3ABCDABCDABCDABCD

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1. What would happen to the graph of the equation y= sin x if the equation was changed to y = (sin x +1) ? the graph would shift up 1 the graph would shift left 1 the graph would shift down 1 the graph would shift down 2 B C D