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Question

Challenge for the Bumper Cars
Evaluate the expression:
(16÷16)×(256×4)×[(85)×8+1]+17


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Solution

We know that square bracket is a type of parenthesis.

Hence, in the given expression, we have parentheses inside another pair of parentheses.

So, we must solve the expression inside the innermost parenthesis first.

(16÷16)×(256×4)×[(85)×8+1]+17
=(16÷16)×(256×4)×[3×8+1]+17

Now, all the parentheses are at the same level.
We move from the left to the right while solving the expression in the parenthesis.

(16÷16)×(256×4)×[3×8+1]+17
=1×(256×4)×[3×8+1]+17

While solving the expression in the parentheses, we again follow the PEMDAS rule, i.e., first, multiply and then the subtraction.

=1×(2524)×[3×8+1]+17
=1×1×[3×8+1]+17
=1×1×[24+1]+17
=1×1×25+17
=1×25+17
=25+17
​​​​​​​​​​​​​​=42

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