Compute the distance between b and c (top of stairs) seven inches is one stair eleven is the space outside the stair b
To compute the distance between b and c (the top of the stairs), we need to know the number of stairs between them. You mentioned that one stair is seven inches, but the number of stairs is not provided. Please provide the number of stairs between b and c to calculate the distance accurately.
To compute the distance between point B (top of the stairs) and point C (space outside the stair), we need to know the length of one stair and the amount of space outside the stair.
Given the information you provided, you mentioned that seven inches is the length of one stair and eleven inches is the space outside the stair at point B.
To find the distance between B and C, we need to add the length of one stair (7 inches) to the space outside the stair (11 inches).
Distance between B and C = Length of one stair + Space outside the stair
= 7 inches + 11 inches
= 18 inches
Therefore, the distance between B and C (top of the stairs to the space outside the stairs) is 18 inches.
To compute the distance between b (bottom of stairs) and c (top of stairs), we first need to determine the number of stairs.
Given that seven inches is one stair, we can divide the total space outside the stairs (eleven) by seven to find the number of stairs:
11 / 7 = 1.57
Since the number of stairs should be a whole number, we would round up to the nearest whole number, giving us a total of 2 stairs.
Each stair is equal to seven inches, so to find the total distance between b and c, we multiply the number of stairs by the height of one stair:
2 stairs * 7 inches/stair = 14 inches
Therefore, the distance between b and c is 14 inches.