Final Exam triangle looks like the following: 1 1 1 1 1 0 0 0 1 1 1 0 0 1 1 1 1 1 Write a C++ function that receives row and position in the row in a Final Exam triangle and then compute any given position's value by taking the absolute value of subtracting the numbers to the position's right and left in the precedingrow. For instance, to compute the middle number in the third row, you subtract 1 from 1; the sides of the triangle are always 1 because you only subtract the number to the upper left or the upper right (there being no second number on the other side). If the result is 1 the function returns true and returns false otherwise. In the case of receiving out of range values for row and position the function must return -1. For example row 1 can have position value 1 only. Row 2 can have position values 1, 2. Row 3 can have position values 1, 2, or 3. Etc..

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Final Exam triangle looks like the following:
1
1
0 1
1 1 0 0 1 1
1
1
1 0 0
1
1
Write a C++ function that receives row and position in the row in a Final
Exam triangle and then compute any given position's value by taking the
absolute value of subtracting the numbers to the position's right and left
in the preceding row. For instance, to compute the middle number in the
third row, you subtract 1 from 1; the sides of the triangle are always 1
because you only subtract the number to the upper left or the upper right
(there being no second number on the other side). If the result is 1 the
function returns true and returns false otherwise.
In the case of receiving out of range values for row and position the
function must return -1. For example row 1 can have position value 1
only. Row 2 can have position values 1, 2. Row 3 can have position
values 1, 2, or 3. Etc..
Transcribed Image Text:Final Exam triangle looks like the following: 1 1 0 1 1 1 0 0 1 1 1 1 1 0 0 1 1 Write a C++ function that receives row and position in the row in a Final Exam triangle and then compute any given position's value by taking the absolute value of subtracting the numbers to the position's right and left in the preceding row. For instance, to compute the middle number in the third row, you subtract 1 from 1; the sides of the triangle are always 1 because you only subtract the number to the upper left or the upper right (there being no second number on the other side). If the result is 1 the function returns true and returns false otherwise. In the case of receiving out of range values for row and position the function must return -1. For example row 1 can have position value 1 only. Row 2 can have position values 1, 2. Row 3 can have position values 1, 2, or 3. Etc..
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