Partially derivative | new and gently used notions



E1fx=x2+2E2fx=x-12E3fx=-x2+1E4fx=12x2-2E5fx=x+1E6fx=2x-1E7fx=12x+1E8fx=-2x+2-1E9fx=-x+1E10fx=-x-1+2E11fx=2x+2E12fx=-2x-1+2E13fx=-x3+2E14fx=x+23-1E15fx=-x+23-1E16fx=-x-13D1Reflection across y-axisHorizontal Shift: Right 1D2Vertical Stretch: 2Horizontal Shift: Left 2D3Horizontal Shift: Right 1D4Vertical Shift: Up 2D5Reflection across x-axisHorizontal Compression: 2Horizontal Shift: Right 1Veritcal Shift: Up 2D6Horizontal Shift: Left 2Vertical Shift: Down 1D7Reflection across x-axisVertical Shift: Up 1D8Reflection across x-axisHorizontal Shift: Left 1D9Vertical Compression: 12Vertical Shift: Down 2D10Reflection across y-axisHorizontal Shift: Right 1Vertical Shift: Up 2D11Horizontal Compression: 2Horizontal Shift: Right 1D12Vertical Compression: 12Horizontal Shift: Left 1D13Reflection across x-axisHorizontal Shift: Left 2Vertical Shift: Down 1D14Horizontal Shift: Left 1D15Reflection across x-axisVertical Shift: Up 2D16Reflection across x-axisVertical Stretch: 2Horizontal Shift: Left 2Vertical Shift: Down 1G1G2G3G4G5G6G7G8G9G10G11G12G13G14G15G16E1, D4, G6E2, D3, G15E3, D7, G3E4, D9, G9E5, D14, G8E6, D11, G14E7, D12, G12E8, D16, G2E9, D8, G1E10, D10, G7E11, D2, G11E12, D5, G13E13, D15, G4E14, D6, G5E15, D13, G16E16, D1, G10 ................
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