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If $$[Q] = [M^a L^b T^c]$$ and units relate as $$M_2 = k_1 M_1$$, $$L_2 = k_2 L_1$$, $$T_2 = k_3 T_1$$, then:
$$Q_2 = Q_1 \cdot (k_1)^a \cdot (k_2)^b \cdot (k_3)^c$$Sign in
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If $$[Q] = [M^a L^b T^c]$$ and units relate as $$M_2 = k_1 M_1$$, $$L_2 = k_2 L_1$$, $$T_2 = k_3 T_1$$, then:
$$Q_2 = Q_1 \cdot (k_1)^a \cdot (k_2)^b \cdot (k_3)^c$$Start your IIM journey with the right preparation and crack CAT 2026.
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