Please solve quicklyPlease solve quickly 6. The graph below shows data from an investigation into the properties of a spring. A teamof engineers added different masses attached to the bottom of a spring and then measuredthe extension in cm.Extension (cm)20-1816141210864200 10 20 30 4050 60 70 80 90Mass (g)(a) The engineers made an error during this experiment.Explain what happened to the spring beyond a suspended mass of 90 g.100 110 120(b) Determine the spring constant for the spring shown in part (a).(c) Two identical springs are used in a parallel arrangement as shown below. The springsare firmly attached at the top, and a mass is attached exactly halfway between the twosprings at the bottom.專業massThe natural length of each spring is 12.5 cm. When a mass of 11.0 kg is attached,each spring is measured to have a new length of 31.6 cm.i. Calculate the spring constant for one of the springs.ii. The same springs are then placed into a series arrangement. The same mass of11.0 kg is then attached to the bottom.

Name: Please solve quicklyPlease solve quickly 6. The graph below shows data
Uploaded: 2024-03-20T06:58:04.000Z
Channel: Bartleby
Description: Please solve quicklyPlease solve quickly 6. The graph below shows data from an investigation into the properties of a spring. A teamof engineers added different masses attached to the bottom of a spring and then measuredthe extension in cm.Extension

Answered: Image /qna-images/answer/cdc19ef9-630a-4ec6-8180-5df783b41353.jpg

Science

Physics

6. The graph below shows data from an investigation into the properties of a spring. A team of engineers added different masses attached to the bottom of a spring and then measured the extension in cm. 20

6. The graph below shows data from an investigation into the properties of a spring. A team of engineers added different masses attached to the bottom of a spring and then measured the extension in cm. 20

Principles of Physics: A Calculus-Based Text

5th Edition

ISBN:9781133104261

Author:Raymond A. Serway, John W. Jewett

Publisher:Raymond A. Serway, John W. Jewett

Chapter6: Energy Of A System

Section: Chapter Questions

Problem 29P

See similar textbooks

Similar questions

Fish are hung on a spring scale to determine their mass. (a) What is the force constant of the spring in such a scale if it the spring stretches 8.00 cm for a 10.0 kg load? (b) What is the mass of a fish that stretches the spring 5.50 cm? (c) How far apart are the half-kilogram marks on the scale?
When an 80.0-kg man stands on a pogo stick, the spring is compressed 0.120 m. (a) What is the force constant of the spring? (b) Will the spring be compressed more when he hops down the road?
CASE STUDY On planet Betatron, mass is measured in bloobits and length in bots. You are the Earth representative on the interplanetary commission for unit conversions and find that 1 kg = 0.23 bloobits and 1 m = 1.41 bots. Express the density of a raisin (2 103 kg/m3) in Betatron units.
A block of mass M rests on a table. It is fastened to the lower end of a light, vertical spring. The upper end of the spring is fastened to a block of mass m. The upper block is pushed down by an additional force 3mg, so the spring compression is 4mg/k. In this configuration, the upper block is released from rest. The spring lifts the lower block off the table. In terms of m, what is the greatest possible value for m?
Scurrilous con artists have been known to represent gold-plated tungsten ingots as pure gold and sell them to the greedy at prices much below gold value but deservedly far above the cost of tungsten. With what accuracy must you be able to measure the mass of such an ingot in and out of water to tell that it is almost pure tungsten rather than pure gold?
Fs = kx 6000 N= 400 N/m x = 15 cm 6.In a spring experiment the results were as follows: Force (N) 1 4 5 7 Length (mm) 50 58 70 74 82 90 102 125 Extension (mm) 8 20 24 32 40 52 75 a. What is the length of the spring when unstretched? b. Complete the 'Extension' row of the table C. Plot a graph of extension against force. Circle the anomalous point. d. Mark the limit of proportionality on your graph (elastic limit). е. What load would give an extension of 30mm? f. What would be the spring length for a load of 4.5N? g. Extension: Determine a value for the spring constant in this example. DELL
16. If your experimental value is g = 9.65 m/s² and the theoretical value is g = 9. 80 m/s², what is your percent error (in %)? 17. Suppose you hang a 20-g mass from a spring and it stretches 2.3 cm. What is the spring constant (in N/m) of this spring? 18. What mass (in grams) would stretch the same spring 3.2 cm?
6. A block of mass 40 g is attached with a spring. If the normal length of spring (without attaching block) was 10 cm and after attaching the block, new length of spring is 12 cm. Calculate the spring constant as per the Hook's law.
An ideal spring hangs vertically. When a 453 g object is hung from the bottom end, and lowered gently, the spring stretches 5.58 cm. How much would be the spring have stretched, in cm, if the mass of the object had been 560 g instead? x'=?
6. Consider a spring-mass system given by mu" + yu' + ku=0. a. Suppose y2>4mk and the initial conditions are u(0) = 5, u'(0) = a HUGE negative number. How many time(s) will the mass pass through the equilibrium position? JUST GIVE ME A NUMBER AS YOUR ANSWER. Infinity is considered a number. b. Same as above with y² = 4mk and u(0) = 2, u'(0) = a HUGE positive number. Infinity is considered a number. C. Suppose <4mk and the initial conditions are u(0) = -.0001, u'(0) = 0. How many time(s) will the mass pass through the equilibrium position? JUST GIVE ME A NUMBER AS YOUR ANSWER. Infinity is considered a number. d If y = 2 what is the limit of u(t) as too? JUST GIVE ME A NUMBER AS YOUR ANSWER. Infinity is considered a number.
A spring 0.2 m long extends 0.001 m when a mass of 72 kg is hung from it. How far will a similar spring extend if it is twice as long, when a mass of 17 kg is hung from it instead? Give your answers in meters.
Question 10 of 10 In experiment of an object suspended in vertical spring, if a student drops a group of masses from the natural length of the spring and each time measure the maximum distance that the masses reach and drew the relationship between the weights of the masses and the maximum expantion as shown in the graph. the the spring constant is: 00.5 N/m O50 N/m 01 N/m O100 N/m O 25 N/m mg(N) 10 x(cm) 15 20 tt = -