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Subtract equation two 3 digit numbers with different hundreds digits and a difference of less than 100

User ThW
by
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1 Answer

6 votes

Answer:

690 - 595

Explanation:

As we know that representation of a 3 digit number = xyz

where x
\\eq 0

z is at ones place

y is at tens place

x is at hundred place

As, we have to subtract two 3 digits numbers with different hundred digits

So, Let

The hundred digit of first number be 6

The hundred digit of second number be 5

Assume first number with hundred digit 6

Let the number be - 690

Now,

Assume second number with hundred digit 5

Let the number be - 595

Now,

We will check that the difference between both the numbers are less than 100 or not

Now,

690 - 595 = 95 < 100

It satisfies the condition

So, the equation becomes 690 - 595

User Graham Savage
by
8.2k points

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