BIUA Arial 16 三 5 Part 2 The logistic model below models the probability that, in a room of n people, not two people share the same birthday. P(n) = 113.3198 1+0.115e0.0912n Use Desmos to graph the...


BIUA<br>Arial<br>16<br>三<br>5<br>Part 2<br>The logistic model below models the probability that, in a room of n people, not two people<br>share the same birthday.<br>P(n) =<br>113.3198<br>1+0.115e0.0912n<br>Use Desmos to graph the logistic function. Insert a link to your graph below.<br>In a room ofn= 15 people, what is the probability that no two share the same birthday? Show<br>your work and put the appropriate point on your graph.<br>How many people must be in a room before the probability that no two people share the same<br>birthday falls below 10%? Show your work and put the appropriate point on your graph.<br>What happens to the probability as n increases? Explain what this result means.<br>acer<br>$<br>&<br>3<br>4<br>7<br>8<br>9.<br>司<br>%23<br>

Extracted text: BIUA Arial 16 三 5 Part 2 The logistic model below models the probability that, in a room of n people, not two people share the same birthday. P(n) = 113.3198 1+0.115e0.0912n Use Desmos to graph the logistic function. Insert a link to your graph below. In a room ofn= 15 people, what is the probability that no two share the same birthday? Show your work and put the appropriate point on your graph. How many people must be in a room before the probability that no two people share the same birthday falls below 10%? Show your work and put the appropriate point on your graph. What happens to the probability as n increases? Explain what this result means. acer $ & 3 4 7 8 9. 司 %23

Jun 05, 2022
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