Can I get help undertanding how to calculate Elevation change from A-B? and then the second part on using the pythagorean Theorem? Please?
Can I get help undertanding how to calculate Elevation change from A-B? and then the second part on using the pythagorean Theorem? Please?
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Question
Can I get help undertanding how to calculate Elevation change from A-B? and then the second part on using the pythagorean Theorem? Please?

Transcribed Image Text:Field Recorded Distances:
Elevation A:
34.89
Elevation B:
37.45_
Elevation C:
38.96
Elevation D:
33.21
Long Base (Slope A-D):
30.91
Short Base (B-C):
8.97
Slope Distance (A-B):
14.39
Slope Distance (C-D):
_9.62
Calculated Figures:
Elev Change from A-B
"SI"
Elev Change from C-D
"S2"
Elev Change from B-C
Elev Change from A-D
Use the Pythagorean Theorem → Horz. Distance = v (Slope Dist? – Elevation?)
Horz. Dist. (A-B):
Horz. Dist. (B-C)
"SB"
Horz. Dist. (C-D):
Horz Dist (A-D):
= Sum of Horz. AB + Horz BC + Horz. CD = "LB"
Calculated Height:
= (S1 + S2) / 2 ="h"
Expert Solution
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Step 1
Pythagoras Theorem
If the length of the hypotenuse of a triangle is , the length of the base is and the length of the perpendicular is then
This is represented as
Step by step
Solved in 2 steps with 1 images
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