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Describe the transformation from the parent function, f(x) = 8, to the new 1. g(x) 8x+2 %3D glw)=flar2), horizonial translation left 2 unit (x14)-(x-2.y) 2. g(x) = 8* +3 g(x)=fl)+ =vertical transle by 3 unit %3D 3. g(x) 8x-7 4. g(x) = 8x- 15 glu)-fx-7 right 7 unit vertical translation up (g,x)-(x+7.y) 5. g(x)= 8*+5-16 6. g(x) = 8x-4 +7

Describe the transformation from the parent function, f(x) = 8, to the new 1. g(x) 8x+2 %3D glw)=flar2), horizonial translation left 2 unit (x14)-(x-2.y) 2. g(x) = 8* +3 g(x)=fl)+ =vertical transle by 3 unit %3D 3. g(x) 8x-7 4. g(x) = 8x- 15 glu)-fx-7 right 7 unit vertical translation up (g,x)-(x+7.y) 5. g(x)= 8*+5-16 6. g(x) = 8x-4 +7

Advanced Engineering Mathematics
Advanced Engineering Mathematics
10th Edition
ISBN:9780470458365
Author:Erwin Kreyszig
Publisher:Erwin Kreyszig
Chapter2: Second-order Linear Odes
Section: Chapter Questions
Problem 1RQ
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Describe the transformation from the parent function, f(x) = 8, to the new 2. g(x) = 8* +3 g(x)=flx)+3 =verlical bransle by 3 unit 1. g(x) 8x+2 %3D glw)=flar2), horizonial translation left 2 unit (x14)-(x-2.y) 3. g(x) = 8*7 %3D 4. g(x) = 8x- 15 glw)-fx-7 right 7 unit vertical translation up (g, x)-(x+7.y) 5. g(x) = 8*+5 -16 6. g(x) = 8x-4+7 Similar to Question #4&7 To help: Write the equation for the function that results from each transformation appl function y-5. 9. Shifts down 3 units 10. Shifts right 3 units y= 5 -3 y= 5*-3 11. Shifts left 3 units, down 6 units 12. Shifts right 4 units, up 13 units y 5x+3-6 y- 5+ 13
Transcribed Image Text:Describe the transformation from the parent function, f(x) = 8, to the new 2. g(x) = 8* +3 g(x)=flx)+3 =verlical bransle by 3 unit 1. g(x) 8x+2 %3D glw)=flar2), horizonial translation left 2 unit (x14)-(x-2.y) 3. g(x) = 8*7 %3D 4. g(x) = 8x- 15 glw)-fx-7 right 7 unit vertical translation up (g, x)-(x+7.y) 5. g(x) = 8*+5 -16 6. g(x) = 8x-4+7 Similar to Question #4&7 To help: Write the equation for the function that results from each transformation appl function y-5. 9. Shifts down 3 units 10. Shifts right 3 units y= 5 -3 y= 5*-3 11. Shifts left 3 units, down 6 units 12. Shifts right 4 units, up 13 units y 5x+3-6 y- 5+ 13
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