Greater Than Less Than Calculator

The greater than less than calculator is a helpful tool for anyone to calculate the higher or smaller number from the given two numbers.

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Table of Contents:

Greater than Less than Calculator - An Introduction:

Greater than less than calculator is an online tool that is used to find a higher or smaller number from the given two numbers. It calculates the greater or lesser number in solution when it compares any type of two numbers (whole number, fraction, decimal, or negative number).

Greater than Less than Calculator with Steps

Sometimes it became difficult to recognize the greater or lesser number during comparison and the calculation became time-consuming, so to avoid all the trouble you can use our greater or less than calculator. It helps you to evaluate the lesser number or larger number easily.

What is Greater and Less Than?

Greater than or less than is the comparison of two numbers to determine the number which is greater or lesser than another number. It is an important concept in mathematical processes that is used to build the relationship between two numbers.

For example, if two numbers are 3 and 5, then after a comparison of these numbers. we see that 5 is greater than 3 so 3 is lesser than 5. Mathematically it represents 5>3 or 3<5.

Symbol for Greater Than / Less Than:

Greater than or less than has a specific symbol that helps everyone to easily understand which symbol is used to represent the greater or lesser value. The greater than less than calculator represents the value with the symbol.

For greater than “>” symbol use or for lesser than “<” symbol is used in mathematics to represent inequality. If we write a > b then one can easily recognize a is greater than b. On the other hand, if we write x < y then it means x is smaller than y.

How to Calculate Greater Than and Less Than?

Greater than or less than calculator has a simple calculating process that represents the inequality between two numbers and represents the value.

To find out the comparison between numbers for greater or less than the value you should know the basic rules that are used to solve various types of numbers like integers, decimals, fractions, etc. Let's find out the different number of questions with the help of basic rules which are given as

Decimal Number:

To find the greater than less than decimal numbers, greater less than calculator uses the following steps

  • First, identify the left side of terms before the decimal point to check which term is larger than or smaller than the second number.
  • If the larger number is not identified from the left side then you can take one or two numbers after the decimal point and compare them.

Example:

For example 3.98 or 2.67 for greater than or less than number?

Solution:

In the given example, first check the left side of the value to see if that is 3 or 2 in the first or second number.

If both terms have an equal number before the decimal point, then check the number after the decimal to find larger or less number). The solution is 3.98 > 2.67 or 2.67 < 3.98

Whole Number:

In whole numbers, to find a smaller or larger number, greater than less than calculator uses the basic principles. For instance, If a is greater than b then the result will be shown as a > b.

On the other hand, if the whole number is less, so x < y (when x and y are two given numbers) can be easily recognized as which number is bigger than the other number.

For example: 23, 29 are two numbers. Now find out which is greater than or smaller?

Here, see 29 is greater than 23, or you can say 23 is smaller than 29.

$$ 29 > 23 ,\; 23 < 29 $$

Integer Number:

Integer numbers have both positive and negative numbers, positive numbers are always higher than negative numbers.

If both numbers are negative then the higher number with a negative sign is always less than the other number which is lower than the first number with a negative sign. The following is an example to show how the greater than or less than calculator solves such problems.

Example: Is -21 greater than -17? Then find a greater or smaller number.

Solution: As you can see -17 is smaller than -21 but the negative sign makes -17 a larger number as per integer number.

$$ -17 > -21 \;or\; -21 < -17 $$

Fraction:

When you give a fraction number as an input to greater or less than calculator, then the denominator has the same value as the second fraction denominator and its numerator value will be changed. A larger numerator is greater than the other fraction.

In contrast, if the numerator has the same value then the lower denominator value is a larger fraction and other is smaller.

Let's see a practical example of greater than to understand the procedure followed in greater than calculation method.

Example: Is 1/3 greater than 7/3? Then find a greater or smaller number.

Solution:

As the denominator of both the term is 3 which is the same 1/3, 7/3. Then according to fraction rule, you see its numerator value

$$ \frac{7}{3} > \frac{1}{3} ,\; \frac{1}{3} < \frac{7}{3} $$

How to Use Greater than Less than Calculator?

Greater than or less than calculator has the simplest design that allows you to use it to find out the higher or smaller both numbers.

Before entering the input number, you must follow some of the guidelines, so that you get an amazing experience during calculations. These steps are:

  1. Enter the first number value in the input box.
  2. Enter the second number value in the next input box.
  3. Review your value before clicking the calculate button to start the evaluation process.
  4. Click the “Calculate” button to get the result of your given number problem and get less or greater number in the solution.
  5. If you are trying the greater less than calculator for the first time then you can use the load example option to understand everything.
  6. Click on the “Recalculate” button to return to the home page for getting more solutions of greater than or less than questions.

Outcome of Greater or Less than Calculator:

Greater than less than calculator gives you the solution to a given number question when you add the input number to it. It provides you with solutions in complete detail. It may be included as:

  • Result Option:

When you click on the Result option it gives you a solution of greater than or less than number

  • Possible Steps:

It provides you with the step by step solution of the greater than less than number problem immediately.

Advantages of Greater than or Less than Calculator:

Greater or less than calculator provides you with tons of advantages whenever you use it. You do not need to do anything just simply add the input value into the tool. These benefits are:

  • It is a trustworthy tool that provides you accurate solutions whenever you use it to calculate greater than less than number without mistakes.
  • It provides the solution with a complete step by step process and you get clarity of the number problems.
  • Greater less than calculator is a free-of-cost tool so you can use it for free to find the higher or smaller number problem in real time.
  • It is a versatile tool that allows you to get the solution of various kinds of numbers like integers, fractions, decimals, or whole number-related questions.
  • It is a handy tool so you can use it from anywhere in the world through a computer, laptop, mobile or tablet, etc.
  • Our Greater than less than calculator saves the time that you spend on solving greater than or less than numbers problems.
Related References
Frequently Ask Questions

How to use greater than and less than?

There are specific symbols like ">" for greater than and "<" for less than are used in mathematics to compare the two numbers or quantities. Let's see a detail that how to use greater than and less than symbols:

Greater Than (>): The ">" symbol shows that the number or quantity is larger than the other number or quantity. For example: 5 > 3,10 > 7.

Less Than (<): The "<" symbol tells that the number or quantity is smaller than the other number or quantity. For example: 9 < 12 shows that 9 is less than 12.

Why is greater or less than calculation important?

Greater than and less than calculations are important in mathematics and everyday life that reason is given below

  • Greater than and less than enable you to compare the sizes or magnitudes of numbers, quantities, measurements, or values that help you to make decision.
  • Greater than and less than calculations help us establish order among numbers or quantities and arrange numbers in ascending or descending order while solving problems.
  • Greater than and less than are used to represent inequalities, that indicate one number is greater than or less than another, but not equal to it.
  • Greater than and less than concepts are used in budgeting, finance, economics, science, engineering, and everyday decision-making.

How do you remember less than greater than?

Some rules help you to remember the symbols for "less than" and "greater than. First is visualization like the symbols "<" and ">" resemble the shape of an open mouth. Imagine the open end of a mouth is"greater than" and the symbol ">" has an open end, that tells the number on the left is "eating" the number on the right, so that it is greater.

Conversely, the "less than" symbol "<" has no open end, and the number on the left is "smaller" or "less" than the number on the right. You can use the memorize technique in which a greater number faces an open end face while the closed end faces a smaller number.

What is an example of greater than less than?

An example of using greater than and less than is when it compares two numbers. For example, 7 > 3 tells that the number 7 is larger than the number 3. Similarly in another example, 5 < 9 shows 5 is smaller than the number 9.

Which is greater between -19 and 5.6?

When you compare -19 and 5.6, to find the greater number let's see their numerical values and signs. -19 is a negative number, while 5.6 is a positive number.

While comparing negative and positive numbers, positive numbers are always greater than negative numbers. that means 5.6 is greater than -19. So mathematically, we can say −19 < 5.6, −19 < 5.6.

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