VERIFICATION OF ELASTIC MATERIALS APPARATUS USED • • • • Meter rule. Spiral spring. Scale pan. Slotted weight of 50g, 100g, 150g, 200g, 250g, 300g. • Pointer. • Retort stand. DIAGRAMS 1cm Meter ruler Retort stand Spiral Spring Retort stand pointer 100cm Bench Scale pan 50g 100g Bench 200g 350g PROCEDURES 1. From the arranged apparatus as shown in the diagram record the length (Lo). 2. Put the slotted weight of 50g in scale pan and record the new length (L) 3. Repeat the procedure no.2 for the weights of 100g,150g,200g,250g,and 300g. TABLE OF VALUES Mass(g) 50 100 150 200 250 300 Length(L) Extension(cm) (L-Lo) Questions 1. 2. 3. 4. 5. What is the aim of this experiment? Complete the table of results below. Draw the graph of mass against extension. Calculate the slope from the graph. State the relationship between mass and extension. State Hooke’s Law . 6. State the sources of errors and precautions in this experiment. DURING THE EXPERIMENT 50g 60g pointer 61g 62g Spiral Spring Meter ruler Retort stand 63g Retort stand 64g 65g 66g 67g 100g 150g 200g 250g 300g 350g Bench Bench DURING THE EXPERIMENT 60g pointer 61g 62g Spiral Spring Meter ruler Retort stand 63g Retort stand 64g 65g 66g 67g 100g 150g 200g 250g 300g 350g Bench Bench 60CM pointer 61CM 62CM Spiral Spring Meter ruler 63CM Retort stand Retort stand 64CM 65CM 66CM 67CM 100g 150g 200g 250g Bench Bench 300g 350g AIM;-To find the relationship between mass and extension of a material Table values Mass, m (g) 50 150 200 250 300 350 Pointer reading, (cm) 62.6 64. 65.0 0 66.3 67.5 Extension e=(S-So) cm 1.6 5.3 6.5 The original length Lo= 61cm 3.0 4.0 A graph of mass (gm) against extension (cm) Scale:- VS 1cm represents 50gm HS 1cm represents 0.5cm 350 300 * 250 * 200 100 1 0 0 150 * * * * Change in mass (gm) Change in extension (cm) 50 0 0.5 1.0 1.5 2.0 2.5 3.0 3.5 4.0 4.5 5.0 5.5 6.0 6.5 7.0 7.5 8.0 4. From the graph the calculated slope is:s=change in mass (gm) change in extension (cm) s=350-150 6.5-1.5 s=200 5.0 s=40gm/cm 5.The relationship In this experiment is that mass is directly proportional to extension • HOOKE’S Law states that "Tension is directly proportional to extension provided that the elastic limit is not exceeded" Qn.6 Sources of Errors Precautions Wind blowing Zero error Adjustment Setting Apparatus Misreading of Values Closing all Windows including a door during the Experiment To be accuracy Be aware on using a old Instruments To read the value accuracy