Word Count : 638

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The demand function is given in the form [ Q_d = A-BP+CP_s ] where (Q_d) represents the quantity demanded, (P) represents the price of the product, and (P_s) represents the price of the substitute good. The given price of the product is (P=Rs.\ 10), while the price of the substitute good is (P_s=Rs.\ 20). To calculate price elasticity of demand and cross elasticity of demand, we use the point elasticity formulas: [ E_p=\frac{dQ_d}{dP}\times\frac{P}{Q_d} ] and [ E_c=\frac{dQ_d}{dP_s}\times\frac{P_s}{Q_d} ] The numerical coefficients in the question are not visible in the supplied equation, so the exact numerical values of the elasticities cannot be determined from the text as displayed. For example, if the intended demand function is [ Q_d=100-5P+2P_s, ] the calculation would proceed as follows. First, substitute the _________ ___ _______ _______ ______ ____ ____ __________.
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