1. it is required to lay out a rectangular commercial building 200.00 ft wide and 350.00 ft long. if the…

1. it is required to lay out a rectangular commercial building 200.00 ft wide and 350.00 ft long. if the steel tape being used is 100.02 ft long (under standard conditions), what distances should be laid out?

1. it is required to lay out a rectangular commercial building 200.00 ft wide and 350.00 ft long. if the steel tape being used is 100.02 ft long (under standard conditions), what distances should be laid out?

Answer

Explanation:

Step1: Calculate the multiplier

The actual length of the tape is $100.02$ ft instead of the nominal $100$ ft. The multiplier $k=\frac{100}{100.02}$.

Step2: Calculate the laid - out width

The required width is $w = 200$ ft. The laid - out width $w_{laid}=200\times\frac{100}{100.02}\approx 199.96$ ft.

Step3: Calculate the laid - out length

The required length is $l = 350$ ft. The laid - out length $l_{laid}=350\times\frac{100}{100.02}\approx 349.93$ ft.

Answer:

The width should be approximately $199.96$ ft and the length should be approximately $349.93$ ft.