Question
Simplify the following Boolean expression using Boolean
algebra laws: F = (A + B) * (A' + C) * (B + C)Solution
Apply the distributive law and simplify: F = (A + B) * (A' + C) * (B + C) F = (A*A' + A*C + B*A' + B*C) * (B + C) F = (0 + A*C + B*A' + B*C) * (B + C) F = A*C + B*C
- This question consists of a sentence which is divided into four parts numbered (1) to (4). Only one part of the sentence is not acceptable in standard writ...
The following sentence has been split into four segments. Identify the segment that contains a grammatical error.
We’ll look at / your pet / wh...
- Find out the error according to the grammar and context of the given sentences. If there is no error, mark option 5, i.e. No error. (Ignore the punctuation...
Find the appropriate answer.
In the question given below, a sentence is given, divided into parts. One of the parts may contain an error. Identify the part that contains the error,...
In each of the following sentences, a sentence is divided into 4 parts (A), (B), (C) and (D). Find out the error in these parts if any.
...In the question given below, a sentence is given, divided into parts. One of the parts may contain an error. Identify the part that contains the error, ...
Directions : In the question below, a sentence is given, divided into five parts (A), (B), (C), (D) and (E). One of the parts is grammatically incorrec...
Each sentence given below has been divided into four options A, B, C, D one of which is erroneous. Identify the erroneous part and mark that option as y...
Identify the segment that contains a grammatical error. If there is no error, select 'No error'.
We should be cautious while placing our trust in...
Relevant for Exams:
