Use the result of Exercise 13 to do the following problem. In
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Elementary Geometry For College Students, 7e
- Solve the following exercises: Hole centrelines ABCD. a. If 1 = 8632', find 2. b. If 1 = 6747', find 1.arrow_forwardIn each of the following exercises a diagonal is shown within a rectangular solid a. Compute the true length of diagonal AB. b. Compute CAB. Given: H=0.800 in. L=1.400 in. W=1.000 in. Use this figure for Exercises 11 and 12arrow_forwardGeneralize the results found in Exercise 11 and 12 by answering each of the following questions. Assume that the number of sides in each base of the prism is n. For the prism, what is the a number of vertices? b number of lateral edges? c number of base edges? d total of base of edges? e number of lateral faces? f number of bases? g total number of faces?arrow_forward
- In each of the following exercises a diagonal is shown within a rectangular solid a. Compute the true length of diagonal AB. b. Compute CAB. Given: H=75.00 mm L=90.00 mm W=70.00 mm Use this figure for Exercises 9 and 10.arrow_forwardFind the length of DF if: a DE=8 and EF=6. b DE=5 and EF=3. Exercises 7-10arrow_forwardGiven: Tangents AB,BC,andACtoO at points M, N, and P, respectively. AB=14,BC=16,AC=12 Find: AM, PC, and BNarrow_forward
- Use the result of Exercise 13 to do the following problem. In ABCD, AB=7 and BC=12. The length of altitude AF to side BC is 5. Find the length of altitude AE from A to DC.arrow_forwardFor Exercise 41 to 44, 1 ft3 of liquid corresponds to 7.5 gallons of the liquid. The gasoline tank on an automobile is box-shaped with dimensions of 24 in. by 20 in. by 9 in. What is the capacity of the automobiles fuel tank in gallons?arrow_forwardFor Exercise 41 to 44, 1 ft3 of liquid corresponds to 7.5 gallons of the liquid. After a devastating rainfall, a basement floor that is 40 ft by 60 ft is covered in 18 in. of water. a How many cubic feet of water must be pumped from the basement? b How many gallons of water are represented by the answer in parta?arrow_forward
- Solve the following exercises. For triangles dimensioned in customary units, compute the sides to 3 decimal places and the angles to the nearer minute. For triangles dimensioned in metric units, compute the sides to 2 decimal places and the angles to the nearer hundredth degree. a. Determine B. b. Determine X c. Determine Y.arrow_forwardFor Exercises 9 and 10, consider isosceles trapezoid RSTV with RSVT , and midpoints M, N, P, Q of the sides. Does a QN=12(RS+VT)?. b MP=12(RV+ST)?. Exercises 9, 10arrow_forward
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