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.

Mathematics For Machine Technology
8th Edition
ISBN:9781337798310
Author:Peterson, John.
Publisher:Peterson, John.
Chapter12: Multiplication Of Decimal Fractions
Section: Chapter Questions
Problem 14A: The length, L, of the point on any standard 82° included angle drill can be calculated using the...
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What is the full height in feet ? 

6.
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.
A= angle
from eye
level to top of
object
f= object
height from
eye level
h = full
x7stick
distance
8= eye level
height
d= object
distance
1=stick
object height
length
Transcribed Image Text:6. 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. A= angle from eye level to top of object f= object height from eye level h = full x7stick distance 8= eye level height d= object distance 1=stick object height length
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