The relationship between the period T and the length l of a simple pendulum is T = 2\( \pi \) \( ( \frac{I}{g}) ^{ \frac{1}{2} } \). From experiment data of T and I, one can obtain the following graphs, i. T vs.I ii. T vs I2 iii. T2 vs. I iv. T vs \( \sqrt{I} \) v. logT vs logI. Which of the following graphs, are linear?

a

all

b

only i and ii

c

only iii and iv

d

iii, iv and v

e

none of them

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Explanation

Correct Option
d

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Discussions (10)

Aibek
4 years ago

The answer is correct (D). In the other 2 options, the graphs are parabolic.

Victoric3
4 years ago

LogT vs LogI is same as T vs I which will not the linear for the values

11111a
5 years ago

I taught is suppose to be C

Dannywhales
1 year ago

where can I read graph of simple pe

precioustone96
2 years ago

the answer is c

SLYBOYYY
6 years ago

pls i dont un derstand why it isnt A

Destinyetim55
1 year ago

The relationship between the period T and the length l of a simple pendulum is T = 2π
(Ig)12
. From experiment data of T and I, one can obtain the following graphs, i. T vs.I ii. T vs I2 iii. T2 vs. I iv. T vs I–√
v. logT vs logI. Which of the following graphs, are linear?

DeeOneandOnly
2 months ago

No diagram

Shecky
2 years ago

please 🙏 why did they tick two options

bennite11
5 years ago

All the graph will be linear, A is the correct one.

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