SOLUTION: "USE ANY VARIABLES TO REWRITE THE SENTENCE TO A MATHEMATICAL STATEMENT"
Twice the sum of two numbers is less than the square of the sum of the two numbers.
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-> SOLUTION: "USE ANY VARIABLES TO REWRITE THE SENTENCE TO A MATHEMATICAL STATEMENT"
Twice the sum of two numbers is less than the square of the sum of the two numbers.
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Question 1183657: "USE ANY VARIABLES TO REWRITE THE SENTENCE TO A MATHEMATICAL STATEMENT"
Twice the sum of two numbers is less than the square of the sum of the two numbers. Answer by Theo(13342) (Show Source):
You can put this solution on YOUR website! 2 * (a + b) < (a + b) ^ 2
* means times (multiplication symbol).
^ means raised to the power of 2 (exponentiation symbol).
(a + b) ^ 2 is the same as (a + b) squared is the same as the square of (a + b).
(a + b) is the same as the sum of (a and b) is the same as the sum of {a,b}.
