Discussion :: Boolean Algebra and Logic Simplification - General Questions (Q.No.3)
Which of the following expressions is in the sum-of-products (SOP) form?
Answer: Option D
No answer description available for this question.
|Vinay Kumar said: (Aug 24, 2011)|
|What is SOP?|
|Pallabi said: (Nov 15, 2011)|
|SOP stands for sum of products form.
here in AB+CD the expression is the sum of two products AB and CD.
|Kingshuk said: (Sep 5, 2012)|
|SOP is sum of minterms.here no of variable=4(A,B,C,D)
so AB+CD is not a SOP form.for example ABCD+ABCD' is a SOP form.which can be written as sum(14,15).because 14=1110; and 15=1111 in binary which makes the corresponding minterm logic high.
|Jeevan said: (Sep 6, 2013)|
|Sop means the sum of product for example ab+cd is nothing but a and b are products, c and d are products so the curect answer is ab+cd.|
|Rohit Soyal said: (Nov 20, 2013)|
|SOP means the sum of product for example DE+EF.|
|Iita Andreas said: (May 8, 2015)|
|The answer is D, because AB+CD is the sum of two fundamental products and none of the two is included in the other fundamental product.|
|Kamal Raz said: (Jul 23, 2015)|
|Product means a variable, sum means addition. So, two product AB & CD are summed.|
|Rishika Kumari said: (May 16, 2016)|
|SOP stands for Sum of Product.
AB + CD are the two fundamental product.
|Jino Antony said: (Aug 9, 2017)|
|How to describe the answer?|
|Senudi said: (Aug 24, 2019)|
|What is a minterm?|
|P.Vamsiteja said: (Oct 22, 2020)|
|Minterm (plural minterms): In Boolean algebra, a product term, with a value of 1, in which each variable appears once (in either its complemented or uncomplemented form, so that the value of the product term becomes 1).|
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