Solve the problem.
-The formula for the period of a pendulum on the moon isn is T $\mathrm { T } = \frac { \pi \sqrt { 3 } \ell } { 2 },$ , wher whee T is the period in seconds, and L is its length in feet. Find the period of a pendulum whose length is 10 feet. (Round to the nearest hundredth.)
A)2.74 sec
B)8.60 sec
C)4.97 sec
D)2.72 sec

Question

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The Answer of Solve the problem.
-The formula for the period of a pendulum on the moon isn is T $\mathrm { T } = \frac { \pi \sqrt { 3 } \ell } { 2 },$ , wher whee T is the period in seconds, and L is its length in feet. Find the period of a pendulum whose length is 10 feet. (Round to the nearest hundredth.)
A)2.74 sec
B)8.60 sec
C)4.97 sec
D)2.72 sec

Solve the Problem T=π3ℓ2,\mathrm { T } = \frac { \pi \sqrt { 3 } \ell } { 2 },T=2π3​ℓ​,

Solve the Problem $\mathrm { T } = \frac { \pi \sqrt { 3 } \ell } { 2 },$