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- The distance to the Sun is 93 miIlion miles. What is the distance to the Sun in the appropriate SI units?How many cubic centimeters (cm3) are in one cubic meter (m3)?1. Solve the following: A. How much we can load in a container, when the container has a content of 30 m3 (30000 liters) and the product has a S.G of 1.118? B. You received 5340 containers; standard ratio of 20ft and 40ft containers. How much TEU did you receive?
- 7. Using Dimensional Analysis, check which of the following equations is or are correct. a. pghš = ma b. avt = vh?I. Significant Figures Solve the following problems: A. Round off 0.004286 to 3 significant figures. B. Round off 149.691 to 1 decimal place. C. Round off 30.562 to 3 significant figures.3. A flat, rectangular field measures 100-ft. by 150-ft. Determine the area of this field in square meters (m²). Answer: 1.39 x 103 m²
- 1. If K has dimensions ML2/T2, the a in K= amv ? must A have the dimensions ML/T2. B. have the dimensions M. C. have the dimensions L/T2. D. have the dimensions L2/T?, E. be dimensionless.6. Convert the following measurements mg.um kg.m а. 68 ms? hr2 b. 49mg/cm³ to ng/mm³ 7. Using Dimensional Analysis, check which of the following equations is or are correct. а. рgh3 — та b. avt = vh?The density (p) of the atmosphere as a function of altitude (A) can be approximated by the model shown in the graph. What are the units of the constant 1.225? O A. dimensionless O B. kg m^3 OC. kg/m^3 O D. m^2/kg p= 1.225 e0.0001 A O E. m OF. kg O G. m^3/kg O H. kg/m^2 Altitude (A) (m] Density (p) [kg/m®]
- 6. The volume of a cube is 250 mm3. What is the length of one of the sides? (Express your answer in meters.)What is the area of a circle which has a diameter equal to 3.138 cm? Hint The area is cm².+. A section of road follows a circular arc with central angle of 17.9°. The radius of the inside curve is 279.0 m, and the road is 15.7m wide, What is the volume of the concrete in the road if it is .305 m thick.