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First, calculate Least Count ($LC$): $LC = \frac{0.5 \text{ mm}}{50} = 0.01 \text{ mm}$.
Zero Error: The $45^{th}$ division coincides and the zero is barely visible, indicating a negative zero error. Error $= (45 - 50) \times 0.01 = -0.05 \text{ mm}$.
Observed Reading: $MSR + (CSR \times LC) = 0.5 + (25 \times 0.01) = 0.75 \text{ mm}$.
True Thickness: Observed Reading $-$ Zero Error $= 0.75 - (-0.05) = 0.80 \text{ mm}$.
The dimensional formula of torque is:
Torque $\tau = r \times F$ (moment of force)
$[\tau] = [r][F] = L \times MLT^{-2} = ML^2T^{-2}$
Note: Torque has the same dimensional formula as energy ($ML^2T^{-2}$), but they are physically different quantities. Torque is a vector while energy is a scalar.
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