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1 0 @a2# p`3$4 7 &6 ' b%5° 8 !1 a qa q ‘¡±2 ðáñb áñrb# r 0@‚3c$p`’¢²cs³ s4t´%uv â“£dµ òƒtd. Óðå×\ðjpž ãðzþuâl}šîümë‡ á„ ²€¥«ì¸ðb ]2®vèüi¦ì % in« æa‘út³]w«pàø´ƒuéîn ‡aôa¬ë½“qjœió£ @ì. P and q respectively are see full answer To determine the correct physical quantities $$p$$p and $$q$$q based on their dimensional formulas, we can follow a structured approach
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Identify the given dimensional formulas.
Dimensional formula of the product of the two physical quantities p and q is (1) force, velocity l−2, the dimensional formula of p/q is mt−2.p and q respectively are force,. The demensional formula for the product of two physical quantites p p and q q is [l2t −2] [l 2 t 2] the dimensional formula of p /q p / q is [t 2] [t 2] the p p and q q. Two physical quantities are represented by p and q The dimensions of their product is m 2l4t −4i −1 and the dimensions of their ratio is i 1
Then p and q respectively are : The dimension of any physical quantity expresses its dependence on the base quantities as a product of symbols (or powers of symbols) representing the base quantities The dimensionla formula for the product of two physical quantities p and q is [m l2t −2] The dimensional formula of p q is [m t −2]
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Then p and q respectively are
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