Question

Hi, need help. The tutor helped me with a and b already need help with the rest

Answer 1

The probability for at least 31 seeds is given by:

$P(x\geqslant31)=P(31)+P(32)+\ldots+P(53)=0.99263653354145$

Hence the probability for at least 31 seeds is 0.99263653354145.

The probability for at more than 31 seeds is given by:

$P(x>31)=P(32)+P(33)+\ldots+P(53)=0.98435430184374$

Therefore, the probability for more than 31 seeds is 0.98435430184374.

The probability for between 16 and 35 seeds is given by:

$P(16\leqslant x\leqslant35)=P(16)+P(17)+\ldots+P(35)=0.1615$

Hence the probability for between 16 and 35 seeds is 0.1615.

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