To compute the distance between b and c, we need to determine the number of stairs and the space outside the stairs.
Let's assume x represents the number of stairs and y represents the space outside the stairs.
Since 7 inches is one stair, the total distance of the stairs can be represented as 7x.
Similarly, since 11 inches is the space outside the stairs, the total distance of the spaces can be represented as 11y.
According to the information provided, the total distance between b and c is equal to the sum of the distance of the stairs and the distance of the spaces. Therefore, we have the equation:
Distance between b and c = 7x + 11y
However, without specific values for x and y, it is impossible to determine the exact distance between b and c.
Compute the distance between b and c (top of stairs) seven inches is one stair eleven is the space outside the stair
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