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Graph the functions f (x) = x^(3) and g(...

Graph the functions f (x) = `x^(3)` and g(x) = `root(3)(x)` on the same co-ordinate plane. Find fog and graph it on the plane as well. Explain your results.

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SURA PUBLICATION-SETS RELATIONS AND FUNCTIONS-EXERCISE 1.4
  1. For the curve y = x^(3) given in figure draw, y=(x+1)^(3)

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  2. For the curve , y = x^((1)/(3)) given in figure draw. y=-x^(((1)/(3...

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  3. For the curve , y = x^((1)/(3)) given in figure draw. y=x^(((1)/(3)...

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  4. For the curve , y = x^((1)/(3)) given in figure draw. y=x^(((1)/(3)...

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  5. For the curve , y = x^((1)/(3)) given in figure draw. (x+1)^(((1)/(3...

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  6. Graph the functions f (x) = x^(3) and g(x) = root(3)(x) on the same co...

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  7. Write the steps to obtain graph of steps to obtain the graph of the fu...

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  8. From the curve y=sin x, graph the functions. y=sin (-x)

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  9. From the curve y=sin x, graph the functions. y= -sin (-x),

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  10. From the curve y=sin x, graph the functions. y=sin((pi)/(2)+x) which...

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  11. From the curve y=sin x, graph the functions. y= sin ((pi)/(2)-x) whi...

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  12. From the curve y=x, draw y=-x

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  13. From the curve y=x, draw y=2x

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  14. From the curve y=x, draw y=x+1

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  15. From the curve y=x, draw y=(1)/(2) x+1

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  16. From the curve y=x, draw 2x+y+3=0.

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  17. From the curve y= |x|, draw y = |x-1|+1

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  18. From the curve y= |x|, draw y= |x+1|-1

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  19. From the curve y= |x|, draw y = |x+2|-3.

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  20. From the curve y = sin x draw y = sin |x| ( Hint : sin (-x) = -sin x.)

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