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graphing for x24graphing for x-24021graphing for y180-180336

x imput1

x imput1

x imput1

x imput1

If you understood everything that was said then congrats you now know the basics of the exponential function.4The only question now is do you want to learn about any of the other functions that were offered.4Press 1 for linear, 2 for square root, or 3 for quadratic. Press any other number if you don't want to continue.123Well goodbye and I hope you learned something today.4

If you understood everything that was said then congrats you now know the basics of the linear function.4The only question now is do you want to learn about any of the other functions that were offered.4Press 1 for exponential, 2 for square root, or 3 for quadratic. Press any other number if you don't want to continue.123Well goodbye and I hope you learned something today.4

If you understood everything that was said then congrats you now know the basics of the square root function.4The only question now is do you want to learn about any of the other functions that were offered.4Press 1 for linear, 2 for exponential, or 3 for quadratic. Press any other number if you don't want to continue.123Well goodbye and I hope you learned something today.4

If you understood everything that was said then congrats you now know the basics of the quadratic function.4The only question now is do you want to learn about any of the other functions that were offered.4Press 1 for linear, 2 for exponential, or 3 for square root. Press any other number if you don't want to continue.123Well goodbye and I hope you learned something today.4data:image/png;base64,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.3888888888887-240198021