Answer :
The question can be solved with algebra. We set up an equation based on the statement, which is 'x/3 + 11 = -1'. After isolating 'x', the number Mo is thinking of is -36.
This problem can be solved using simple algebra. The given statement is 'Eleven more than one third of the number is -1'. Let's call Mo's number as 'x'. So, this means 'one third of the number' is 'x/3'. And 'eleven more than one third of the number' would be 'x/3 + 11'. So, the equation based on the statement is 'x/3 + 11 = -1'.
To find 'x', the number Mo is thinking of, first, let's get rid of the 11 from the left side of the equation. We can do this by subtracting 11 from both sides of the equation. This gives 'x/3 = -12'. Now, to isolate 'x', we can multiply both sides of the equation by 3. This gives 'x = -12 * 3', hence, 'x = -36'. This shows that the number Mo is thinking of is -36.
Learn more about the topic of Algebra here:
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