When a tennis racket is spun, is it equally likely to land with its label facing up as facing down? Or does the spinning process favor one outcome more than the other? A student investigated this question by spinning his tennis racket 100 times. For each spin he recorded whether the Racket landed with the label up or down.When a tennis racket is spun, is it equally likely to land with its label facing up as facing down? Or does the spinning process favor one outcome more than the other? A student investigated this question by spinning his tennis racket 100 times. For each spin he recorded whether the Racket landed with the label up or down.Let the random variable X be the number of "up" results that would result from spinning a tennis racket 100 times, assuming that each spin is equally likely to land with the label up as down. Do the racket spins follow the conditions for X to be a binomial random variable? Explain