Question textGuidelines to answer the following question:Fill in the blanks with the correct answers. Do NOT use any spaces or brackets.For all numerical answers, give EXACT values (i.e. do not round your answers) unless instructed otherwise in the question.If using fractions, give answers as SIMPLIFIED fractions using the forward slash (e.g. 1/2 or 5/4).Use - for any negatives.______________________________________________________________________________________________This question is worth 3 + 1 + 1 = 5 marks.A music academy has 250 students, and each student has the option of learning the instruments: Piano (P) and Guitar (G). The following information is known: 140 students learn Piano.105 students learn Guitar.20 students do not learn either of these two instruments.The values [math: x] , [math: y] , and [math: z] represent numbers of students.a. Find the values of [math: x] , [math: y] , and [math: z] . (3 marks) [math: x] = Answer 1 Question 7[input], [math: y] = Answer 2 Question 7[input] and [math: z] = Answer 3 Question 7[input]b. The number of students that learn Piano or Guitar, but not both is Answer 4 Question 7[input] (1 mark)c. A student is selected at random. The probability that the student learns both Piano and Guitar is Answer 5 Question 7[input] (1 mark)多项填空题

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Question textGuidelines to answer the following question:Fill in the blanks with the correct answers. Do NOT use any spaces or brackets. For all numerical answers, give EXACT values (i.e. do not round your answers) unless instructed otherwise in the question. If using fractions, give answers as SIMPLIFIED fractions using the forward slash (e.g. 1/2 or 5/4). Use - for any negatives. ______________________________________________________________________________________________This question is worth 3 + 1 + 1 = 5 marks. A sports club has 200 members, and where each member has the option to participate in the two activities: Swimming (S), Tennis (T). The following information is known: 110 members participate in Swimming. 150 members participate in Tennis. 10 members do not participate in either of the two activities Swimming and Tennis. The values [math: x], [math: y], and [math: z] represent numbers of employees. a. Find the values of [math: x], [math: y], and [math: z]. (3 marks) [math: x] = Answer 1 Question 7[input], [math: y] = Answer 2 Question 7[input] and [math: z] = Answer 3 Question 7[input] b. The number of members that attend either Swimming or Tennis, but not both is Answer 4 Question 7[input] (1 mark) c. A member is selected at random. The probability that they attend both Swimming and Tennis is Answer 5 Question 7[input] (1 mark)

Question textGuidelines to answer the following question:Fill in the blanks with the correct answers. Do NOT use any spaces or brackets. For all numerical answers, give EXACT values (i.e. do not round your answers) unless instructed otherwise in the question. If using fractions, give answers as SIMPLIFIED fractions using the forward slash (e.g. 1/2 or 5/4). Use - for any negatives. ______________________________________________________________________________________________This question is worth 3 + 1 + 1 = 5 marks. A sports club has 200 members, and where each member has the option to participate in the two activities: Swimming (S), Tennis (T). The following information is known: 110 members participate in Swimming. 150 members participate in Tennis. 10 members do not participate in either of the two activities Swimming and Tennis. The values [math: x], [math: y], and [math: z] represent numbers of employees. a. Find the values of [math: x], [math: y], and [math: z]. (3 marks) [math: x] = Answer 1 Question 7[input], [math: y] = Answer 2 Question 7[input] and [math: z] = Answer 3 Question 7[input] b. The number of members that attend either Swimming or Tennis, but not both is Answer 4 Question 7[input] (1 mark) c. A member is selected at random. The probability that they attend both Swimming and Tennis is Answer 5 Question 7[input] (1 mark)Please answer all parts of the question.

Question textGuidelines to answer the following question:Fill in the blanks with the correct answers. Do NOT use any spaces or brackets. For all numerical answers, give EXACT values (i.e. do not round your answers) unless instructed otherwise in the question. If using fractions, give answers as SIMPLIFIED fractions using the forward slash (e.g. 1/2 or 5/4). Use - for any negatives. ______________________________________________________________________________________________This question is worth 3 + 1 + 1 = 5 marks. A sports club has 200 members, and where each member has the option to participate in the two activities: Swimming (S), Tennis (T). The following information is known: 110 members participate in Swimming. 150 members participate in Tennis. 10 members do not participate in either of the two activities Swimming and Tennis. The values [math: x], [math: y], and [math: z] represent numbers of employees. a. Find the values of [math: x], [math: y], and [math: z]. (3 marks) [math: x] = Answer 1 Question 7[input], [math: y] = Answer 2 Question 7[input] and [math: z] = Answer 3 Question 7[input] b. The number of members that attend either Swimming or Tennis, but not both is Answer 4 Question 7[input] (1 mark) c. A member is selected at random. The probability that they attend both Swimming and Tennis is Answer 5 Question 7[input] (1 mark)

What is the probability represented by shaded area in the Venn Diagram below?  

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