Table 2: Length UnitsMillimeters | CentimetersMetersKilometersInchesFeetYardsMileskmyd0.003281 | 0.001094 6.21e-070.393701 0.032808 0.010936| 0.0000063.28084 | 1.093613 | 0.00062139370.08 3280.84 | 1093.613 0.6213710.083333 0.027778 0.000016mmcmminftmi0.0010.0110.10.0000010.039371010.000011000100000025.4304.8914.41001000000.00110.0000250.0003050.00091439.370082.5430.4891.4410000.02540.30480.914411236130.333333 0.0001890.00056811609344160934.41609.3441.60934463360528017601 b. Tall TreeAdA robot holds an upright measuring stick that is 6.00 inches in length and a distance of 8.00inches from its face. The robot is a distance of 50.0 ft from the projection of the top of the treeonto the ground. The robot's eye level height is 1.80 m. Use this to determine the height of thetree, filling in the table below with the proper quantities measure in meters.g= eye levelheightd = objectf= objectheight from1= stickX = stickh = fullanglefrom eyelevel to top of eye levelobjectA =lengthdistancedistanceobject heightWhat is the full height in feet?

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A g d A robot holds an upright measuring stick that is 6.00 inches in length and a distance of 8.00 inches from its face. The robot is a distance of 50.0 ft from the projection of the top of the tree onto the ground. The robot's eye level height is 1.80 m. Use this to determine the height of the tree, filling in the table below with the proper quantities measure in meters. I's

A g d A robot holds an upright measuring stick that is 6.00 inches in length and a distance of 8.00 inches from its face. The robot is a distance of 50.0 ft from the projection of the top of the tree onto the ground. The robot's eye level height is 1.80 m. Use this to determine the height of the tree, filling in the table below with the proper quantities measure in meters. I's

College Physics

10th Edition

ISBN:9781285737027

Author:Raymond A. Serway, Chris Vuille

Publisher:Raymond A. Serway, Chris Vuille

Chapter1: Introduction

Section: Chapter Questions

Problem 45P: In Figure P1.49, find (a) the side opposite , (b) the side adjacent to . (c) cos , (d) sin , and (c)...

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Scalars and Vectors

Scalars and Vectors are the classification of physical quantities that are used to denote various terms in physics.

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Table 2: Length Units
Millimeters | Centimeters
Meters
Kilometers
Inches
Feet
Yards
Miles
km
yd
0.003281 | 0.001094 6.21e-07
0.393701 0.032808 0.010936| 0.000006
3.28084 | 1.093613 | 0.000621
39370.08 3280.84 | 1093.613 0.621371
0.083333 0.027778 0.000016
mm
cm
m
in
ft
mi
0.001
0.01
1
0.1
0.000001
0.03937
10
1
0.00001
1000
1000000
25.4
304.8
914.4
100
100000
0.001
1
0.000025
0.000305
0.000914
39.37008
2.54
30.48
91.44
1000
0.0254
0.3048
0.9144
1
12
36
1
3
0.333333 0.000189
0.000568
1
1609344
160934.4
1609.344
1.609344
63360
5280
1760
1

b. Tall Tree
A
d
A robot holds an upright measuring stick that is 6.00 inches in length and a distance of 8.00
inches from its face. The robot is a distance of 50.0 ft from the projection of the top of the tree
onto the ground. The robot's eye level height is 1.80 m. Use this to determine the height of the
tree, filling in the table below with the proper quantities measure in meters.
g= eye level
height
d = object
f= object
height from
1= stick
X = stick
h = full
angle
from eye
level to top of eye level
object
A =
length
distance
distance
object height
What is the full height in feet?

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