B. Assume the speed of the cart remains constant between the timers. What is the speed of the cart, with uncertainty? Refer to Section 4: "Propagating Uncertainties" in the Measurement and Uncertainty Guide. Show all work. 9=4 B da = √(6A)² + (61) ² А

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Solve part b only. Need  answer within 20 minutes will definitely voteup thanks 

2. A photogate timer measures the amount of time it takes for a cart to travel between two infrared
beams that are separated by a distance 2.00+ 0.01 meters. The timer display is shown i
figure below.
the
115313
inn.
S
L
FITON
9 = A
PEDRY
PILM
GATE
B
READ
OM
A. Based on the information given in this question, what is the uncertainty in th
measurement of time? Is it random or instrumental? (Refer to Measurement and
Uncertainty Guide.) Explain.
START
The uncertainty of this measurement
of time would be instrumental because
the timer gives a potential rounded
digit in
in the 100.000 place. The
da = √(CA)² + (61) ²
STOP RESET
Uncertainty would be I 0.0001 sec
B. Assume the speed of the cart remains constant between the timers. What is the speed of
the cart, with uncertainty? Refer to Section 4: "Propagating Uncertainties" in the
Measurement and Uncertainty Guide. Show all work.
Transcribed Image Text:2. A photogate timer measures the amount of time it takes for a cart to travel between two infrared beams that are separated by a distance 2.00+ 0.01 meters. The timer display is shown i figure below. the 115313 inn. S L FITON 9 = A PEDRY PILM GATE B READ OM A. Based on the information given in this question, what is the uncertainty in th measurement of time? Is it random or instrumental? (Refer to Measurement and Uncertainty Guide.) Explain. START The uncertainty of this measurement of time would be instrumental because the timer gives a potential rounded digit in in the 100.000 place. The da = √(CA)² + (61) ² STOP RESET Uncertainty would be I 0.0001 sec B. Assume the speed of the cart remains constant between the timers. What is the speed of the cart, with uncertainty? Refer to Section 4: "Propagating Uncertainties" in the Measurement and Uncertainty Guide. Show all work.
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