Question

compose a story and express it as a linear equation in two variables.

Answer 1

Answer:

A 30m steel tape is 2mm too long at 20°C with a pull of 55 N. A rectangle is measured with this tape. The sides are recorded as 144.95m and 113.00 m. The average temperature during the measurement is 30°C with a pull of 55N. Coefficient of expansion of tape is 0.0000116m/°C. 1.) Compute the actual length of tape during measurement. 2.) What is the true area. 3.) What is the error in area in sq.m.A 30m steel tape is 2mm too long at 20°C with a pull of 55 N. A rectangle is measured with this tape. The sides are recorded as 144.95m and 113.00 m. The average temperature during the measurement is 30°C with a pull of 55N. Coefficient of expansion of tape is 0.0000116m/°C. 1.) Compute the actual length of tape during measurement. 2.) What is the true area. 3.) What is the error in area in sq.m.

A 30m steel tape is 2mm too long at 20°C with a pull of 55 N. A rectangle is measured with this tape. The sides are recorded as 144.95m and 113.00 m. The average temperature during the measurement is 30°C with a pull of 55N. Coefficient of expansion of tape is 0.0000116m/°C. 1.) Compute the actual length of tape during measurement. 2.) What is the true area. 3.) What is the error in area in sq.m.

A 30m steel tape is 2mm too long at 20°C with a pull of 55 N. A rectangle is measured with this tape. The sides are recorded as 144.95m and 113.00 m. The average temperature during the measurement is 30°C with a pull of 55N. Coefficient of expansion of tape is 0.0000116m/°C. 1.) Compute the actual length of tape during measurement. 2.) What is the true area. 3.) What is the error in area in sq.m.lA 30m steel tape is 2mm too long at 20°C with a pull of 55 N. A rectangle is measured with this tape. The sides are recorded as 144.95m and 113.00 m. The average temperature during the measurement is 30°C with a pull of 55N. Coefficient of expansion of tape is 0.0000116m/°C. 1.) Compute the actual length of tape during measurement. 2.) What is the true area. 3.) What is the error in area in sq.m.