Answer: B. 1 16 81
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In the Venn diagram consider U = {whole numbers 1 - 100}.Let A represent numbers that are perfect squares B represent numbers that are perfect cubes and C represent numbers that are perfect fourths.Which number(s) satisfy A ∩ C?
A ∩ C = C or A ∩ C = 1 16 81 On the other hand the perfect cubes are: 1 ^3 = 1 2^3 = 8 3^3 = 27 4^3 = 81 B = { 1 8 27 81} That means that the numbers 1 and 81 belong to the three sets A B and C . In the drawing you must place the number 16 inside the region that represents the intersection of A and C only and the numbers 1 and 81 ...
In the Venn diagram consider U = {whole numbers 1 - 100}. Let A represent numbers that are perfect squares B represent numbers that are perfect cubes and C represent numbers that are perfect fourths. Which number(s) satisfy A ∩ C ? 1 16 81.
Answer: B ) 1 16 81Step-by-step explanation:i got it right n the Venn diagram consider U = { whole numbers 1 – 100}. Let A represent numbers that are perfect squares B represent numbers that are perfect cubes and C represent numbers that are perfect fourths or numbers …
Example: Given the set P is the set of even numbers between 15 and 25. Draw and label a Venn diagram to represent the set P and indicate all the elements of set P in the Venn diagram .. Solution: List out the elements of P. P = {16 18 20 22 24} ← ‘between’ does not include 15 and 25 Draw a circle or oval. Label it P.Put the elements in P.. Example:
n the Venn diagram consider U = whole n...
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