a) Provide 3 interpretations on the following graphic (boxplot). Boxplot of x
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Q: (a) By drawing a suitable Venn diagram, carefully explain why AUB= ANB %3D
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Q: (BUA)NC
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Q: Draw a Venn diagram to represent the information
A: TREE DIAGRAM P(A/B)=P(A∩B)P(B)⇒P(A∩B)=P(B)*P(A/B)
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Q: For the following Venn diagram, what is p(AUB)C}?
A: P(C) = 1 - P(C)P(C) = 1 - 0.42P(C) = 0.58 P(A∪B ∩ C) = 0.53
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A: The Venn diagram depicting the sets E , A , B can be drawn as follows .
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Q: QUESTION 17 What set does the below Venn diagram picture reprresent? Oa. A Ob. B Oc. AUB
A: Solution :-
Q: Find the GCF and LCM of 36 and 28 using a Venn Diagram
A: We need to find GCF and LCM of 36 and 28 using a Venn Diagram
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Q: What are the elements of (AUB)?
A: SOLUTION-
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Q: Given the Venn diagram, shade the corresponding regions. a. A - (B' ∪ C')' b. (A ∪ C')' - B
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Q: Draw the next figure in patterns
A: Given:
Q: [B.] Construct a membership table to show AAB = (AU B) – (An B).
A: In the question we have to construct as membership table.
Q: 1. Write a similarity statement relating the three triangles in the diagram. N P
A: In ∆NOP and ∆NQO1) ∠ONP≅∠QNO (same angle)2) ∠PON≅∠OQN (right angles)So, ∆NOP ~ ∆NQO (by AA property)
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Q: The following Venn diagram represents D C B
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Q: Use Venn Diagrams to show An (BAC) = (An B) A (AnC).
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Q: Consider the poset with the following Hasse diagram.
A: Consider the set 6,7. 3 and 1 are the upper bounds for the set. So, lub6,7=3
Q: 2. Find the sum of the interior angle measures of a convex 11-gon.
A: As per the company guidelines we can solve first question. I hope that the given solution will help…
Q: 4. Which of these images contains a Fibonacci spiral?
A: This is Fibonacci Spiral
Q: What is the venn diagram for this? (C∩B)∪A
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Q: Suppose that c=41, a=57, and C=27°
A: answer is in next step
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A: Given:U={a,b,c,d,e,f,g}A={ a,c,e,g}B={ a, b,c,d}
Q: 2b.) Draw a Venn diagram for: z
A: Given that ; X, Y and z variables are given Make a venn diagram for z.
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Q: Consider the Venn Diagram below. n(A)= ? n(B)= ? n(A∩B)= ? n(A∪B)= ? n(A¯)= ? n(B¯)= ?
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