Question: Show that the following continuous function has a zero in the interval (0,1)(Hint: Intermediate Value Theorem).(Round your answers to two decimal places, if needed.)g(x)=x2+5x2-1g(0)=, which

Show that the following continuous function has a zero in the interval (0,1)(Hint: Intermediate Value Theorem).(Round your answers to two decimal places, if needed.)g(x)=x2+5x2-1g(0)=, which is less than zero , and g(1)=x, which is greater than zero .Soby the Intermediate Value Theorem vv,g(x) has a root between 0 and 1.Use Maple to find this zero accurate to three decimal places.x=0.19i

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