Math, asked by Arunav116151, 1 year ago

friends please help me in finding the right answer


8th question

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Answered by BEJOICE
1
Let a be set of candidates failed in English
Let b be set of candidates failed in science.
Given,
n(a) = 56. \:  \:  \:  \:  \: n(b)  = 48. \\ n(a \:  \cap \: b) = 18
n(a \:  \cup \: b) = n(a) + n(b) - n(a \:  \cap \: b) \\  = 56 + 48 - 18 = 86
we \:  \: need \:  \: to \:  \: find \: out \:  \: n( {a}^{c} \:   \cap \:  {b}^{c} ) \\ applying \: de \: morgans \: law \\  n( {a}^{c} \:   \cap \:  {b}^{c} ) = n {(a \:  \cup \: b)}^{c}  \\  = 100 - 86 = 14

Arunav116151: Can i use another method
BEJOICE: Sure, u can use ven diagram to solve this
Arunav116151: ok thanks
Arunav116151: in my book there is another method excluding venn diagram
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