Question

In order to compare two numbers, we adopt which rules???​

Answer 1

Answer:

When we compare two numbers, there are three possibilities:

The first number is greater than the second (4 > 2).

The second number is greater than the first (2 < 3)

The two numbers are equal (6 = 6)

Answer 2

$\huge\boxed{\fcolorbox{white}{pink}{QUESTION:-}}$

In order to compare two numbers, we adopt which rules???

$\huge\boxed{\fcolorbox{white}{pink}{ANSWER:-}}$

$\bold{\underline {Rule 1:-}}$The number with less digits is less than the number with more digits.

$\bold{\underline {Rule 2:-}}$Suppose we have to compare two numbers having the same number of digits, then we proceed as under.

• $\bold{\underline {Step 1:-}}$First compare the digits at the leftmost place in both the numbers.
• $\bold{\underline {Step 2:-}}$If they are equal in value then compare the second digits from the left.
• $\bold{\underline {Step 3:-}}$If the second digits from the left are equal then compare the third digits from the left.
• $\bold{\underline {Step 4:-}}$Continue until you come across unequal digits at the corresponding places. clearly, the number with greater such digit is the greater of the two.

$<font color =blue ><marquee behavior =alternate>⭐⭐Thanks⭐⭐ </marquee></font>$