From 1 to 100 numbers 3 numbers are selected at random. What is the probability that the numbers selected will have an odd sum?
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Solution:-
given by:-
》 1 to 100 numbers
》slecteble are 3 numbers randam
》sum is odd ,
then ,
》if tree odd numbers
》Odd+Odd+Odd=Odd)
》two even and one odd
》(Even+Even+Odd=Odd);
now ,
》P(OOO)=(1/2)^3;
》P(EEO)=3×(1/2)^2×1/2=3/8
by 3 as the scenario of two even numbered and one odd numbered can occur in 3 different ways: EEO, EOE, or OEE);
》So P=1/8+3/8=1/2.
》answer is 1/2
☆ i hope its help☆
given by:-
》 1 to 100 numbers
》slecteble are 3 numbers randam
》sum is odd ,
then ,
》if tree odd numbers
》Odd+Odd+Odd=Odd)
》two even and one odd
》(Even+Even+Odd=Odd);
now ,
》P(OOO)=(1/2)^3;
》P(EEO)=3×(1/2)^2×1/2=3/8
by 3 as the scenario of two even numbered and one odd numbered can occur in 3 different ways: EEO, EOE, or OEE);
》So P=1/8+3/8=1/2.
》answer is 1/2
☆ i hope its help☆
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