Table of 116

Introduction

Calculations involving simple addition and subtraction is crucial in daily life. Using a calculator to perform simple calculations can impair your ability to comprehend scale and magnitude. Speed and accuracy are of the utmost importance in competitive exams, in addition to your preparation. Even if calculators are permitted, students who are strong in mathematics will always have an advantage over those who rely on calculators for everyday calculations. Understanding mathematics requires the use of maths tables. It is advised that the students have a firm grasp of maths tables because failing to do so will make it difficult for them to comprehend other areas of mathematics. Students are likely to struggle with fundamental maths concepts like decimals, percentages, fractions, ratios, etc. without even a basic understanding of maths tables. Once you have mastered these multiplication tables, you will remember them for the rest of your life.

Main Content

The number 116 is not prime. 1, 2, 4, 29, 58, and 116 are all factors of the number 116. The number must have exactly two factors in order to be a prime number. 116 is not a prime number because it has more than two factors, including 1, 2, 4, 29, 58, and 116. So 116 is a composite number.

Explanation

The expanded form of the number 116, looks like this:

1\times 100 + 1\times 10 + 6\times 1

100 + 10 + 6

116.

Although 116 ended in an even number (6), making it itself an even number, it is not a perfect square. A perfect square is essentially any number (m) that we get from the multiplication of any number (n) by itself (i.e m=n ✕ n ), and there isn't a specific number that multiplies by itself to produce 116. Therefore, 116 is not a perfect square, proving that a number ending in a composite number need not always be a perfect square.

Solved Problems

Q.1: Solve 116 + 116 + 116 + 116 =?

Ans: We can solve this by adding,

116 + 116 + 116 + 116 = 464 or

by multiplying 116 with 4 times,

116\times 4 = 464 .

Q.2: The cost of 1-litre oil is 116 Rs. Find the cost of 6 litres of oil.

Ans: Here, they provided the price for one litre of oil, and we need to determine the price for six litres of oil. To do this, we simply multiply the price for one litre of oil by 6.

Cost of 6 litres of oil=(cost of 1 litre oil) ✕ (6 ) = (116 Rs.) ✕ (6) = 696Rs.

Q.3: Calculate eight times 116.

Ans: We simply multiply 116 with 8,

116\times 8 = 928

Q.4: Find 116\times 5 + 116\times 4 = ?

Ans: Instead of adding 116 five and then four times to solve, just multiply it by 5 and 4. The remedy is,

116\times 5 = 580

116\times 4 = 464

To get the final answer now add both,

(580) + (464) = 1044.

Q.5: What do we get if we add 116 seven times?

Ans: By adding 116, seven times we get,

116\times 7 = 812

What is the 116 Times Table

Times table basically represents that when a number n is added to itself ‘m’ times the result is equal to the number as “n ✖ m”, the repeated addition yields the same result as multiplication. It is shown below in the table.

Multiplication Table of 116

The Multiplication Table of 116 is given below,