Question

Calculate 33×33+33-33÷0​=infinity

Answer 1

Step-by-step explanation:

33×33+33-33÷0=infinity

33×33=1089

33-33=0

Taking L.H.S

=33×33+(33-33)÷0

=1089+0÷0

=1089÷0

=infinity

L.H.S=R.H.S

Hence Proved.

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Answer 2

Given,

33×33+33-33÷0

To find,

The value of 33×33+33-33÷0.

Solution,

We can easily solve this numerical problem by following the given steps.

Now,

We have

33×33+33-33÷0

We know the rule of BODMAS that is we solve the Brackets, Of, Division, Multiplication, Addition and Subtraction in this sequence.

For the given problem, we have multiplication, addition, subtraction, and division.

According to the rule of BODMAS, we will have to do the divide first and we know that we are dividing any number for that matter by zero we get infinity.

So, when we are dividing 33×33+33-33 by 0 then the answer will be infinity.

Hence, the value of 33×33+33-33 is infinity.