🔒 Closed Bartleby Unlock (Solutions)

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Step 1
Physics homework question answer, step 1, image 1

Step 2
Physics homework question answer, step 2, image 1
 
Step 1
UncorrectedUncorrected
LineLengthAzimuthLatitudeDeparture
1-256.0000129.7500-35.808643.0551
2-350.0000139.5833-38.067532.4171
3-430.0000240.7500-14.6586-26.1749
4-543.0000301.666722.5740-36.5980
5-646.000303.333325.2774-38.4324
6-149.000044.500034.949334.3446
SUM274 -5.73408.6114
Correction 5.7340-8.6114
Step 2
CorrectedCorrected
LatitudeDepartureLengthDMDDPDDouble AREA =
DMD(Latitude)
-34.636741.295153.897941.2951-34.6367-1430.3259
-37.021130.845648.1873113.4358-106.2945-4199.5180
-14.0308-27.117730.5325117.1637-157.3464-1643.9004
23.4739-37.949444.622752.0966-147.90331222.9103
26.2401-39.878247.7369-25.731-98.1893-675.1840
35.974732.804648.6859-32.8046-35.9747-1180.1356
0.00000.0000273.6632 -7906.1536

Step 3
The area cannot be negative '-'ve is ignored.
2(Area) = (7906.1536)
Area = 3953.0768
Civil Engineering homework question answer, step 3, image 1
 
Step 1
Problem can be solved using the concept of permutation and combination. please find step by step solution below:
Step 2
Ams.- Numbея g possible Bands S23 52 1339 = 635013559600 number of possible homes result is a total of (a) exactly 3 points =
 
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