This is the verbal reasoning questions and answers section on “Logical Sequence of Words” with explanation for various interview, competitive examination and entrance test. Solved examples with detailed answer description, explanation are given and arithmetic sequence examples pdf would be easy to understand.
IndiaBIX Android App: Download Now ! Why Verbal Reasoning Logical Sequence of Words? CAT, GATE, GRE, MAT, Bank Exam, Railway Exam etc. Where can I get Verbal Reasoning Logical Sequence of Words questions and answers with explanation?
Here you can find objective type Verbal Reasoning Logical Sequence of Words questions and answers for interview and entrance examination. Multiple choice and true or false type questions are also provided. How to solve Verbal Reasoning Logical Sequence of Words problems? You can easily solve all kind of Verbal Reasoning questions based on Logical Sequence of Words by practicing the objective type exercises given below, also get shortcut methods to solve Verbal Reasoning Logical Sequence of Words problems. In each of the following questions, arrange the given words in a meaningful sequence and thus find the correct answer from alternatives. Arrange the words given below in a meaningful sequence.
Download: IndiaBIX Android App ! 20,000 and 18,000 BC, although its interpretation is disputed. Because of this place-value concept, the ability to reuse the same digits for different values contributed to simpler and more efficient methods of calculation. Greece, although it originated much later than the Babylonian and Egyptian examples. One set for the unit’s place, one for the ten’s place, and one for the hundred’s.
Then for the thousand’s place they would reuse the symbols for the unit’s place, and so on. Their addition algorithm was identical to ours, and their multiplication algorithm was only very slightly different. Archimedes, who may have invented it. 7485696, terminate immediately as 2736. For numbers with a fractional part, such as 546. 934, they used negative powers of 60 instead of negative powers of 10 for the fractional part 0. The ancient Chinese had advanced arithmetic studies dating from the Shang Dynasty and continuing through the Tang Dynasty, from basic numbers to advanced algebra.
The ancient Chinese used a positional notation similar to that of the Greeks. Since they also lacked a symbol for zero, they had one set of symbols for the unit’s place, and a second set for the ten’s place. For the hundred’s place they then reused the symbols for the unit’s place, and so on. It is a complicated question to determine exactly when the Chinese started calculating with positional representation, but it was definitely before 400 BC. This allowed the system to consistently represent both large and small integers.
This approach eventually replaced all other systems. Indians possess a method of calculation that no word can praise enough. Their rational system of mathematics, or of their method of calculation. I mean the system using nine symbols. Various types of tools have been invented and widely used to assist in numeric calculations. Addition is the basic operation of arithmetic. 0, that is, adding 0 to any number yields that same number.