ce.\" Six of the 14 faces are squares. Let\'s call them A. B, , D, E, and F for

Question

ce." Six of the 14 faces are squares. Let's call them A. B, , D, E, and F for short. The other egt faces are triangles, which we wil call 1,2,3,4,s,e,7,"d·tach of the squares is equally Each of the triangles is also equally likely, but the triangle probability differs from the square probability. The probability of getting a square is 0.68. Give the probability model for the 14 possible outcomes. (Round your answers to three decimal places) P(any one square) Ptany one triangle) The College Board finds that the of parents have. parents with graduate degrees have mean 551 and standard deviation 107 that a + bx and c+ Y both have mean 500 and standard deviation 100. (Round y answers to two . Perhaps we should standardize to a common scale fo with mean 457 and standard deviation 104, Scores Y of children of equity. Find numbers a, b, e, and d such bx and c + dy both have mean 500 and standard deviation 100. (Round your answers to two decimal places.)

Explanation / Answer

question 7

probability of getting a square= 0.68

probabbility of getting a taiangle =1- 0.68 = 0.32

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P(any one square )=Probbaility of getting square / total number of square

=0.68 / 6 =0.11

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P(any one triangle)=Probbaility of getting triangle / total number of triangles

=0.32/8 =0.04

please note that one full question can be answered as per chegg answering guidelines

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