Respuesta :
Answer:
- price falling: -8/3
- price rising: -6/5
Step-by-step explanation:
a) price falling:
(fractional change in demand)/(fractional change in price) = ((5 -3)/3)/((6 -8)/8)
= (2/3)/(-2/8) = -8/3
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b) price rising:
(fractional change in demand)/(fractional change in price) = ((3-5)/5)/((8 -6)/6)
= (-2/5)/(2/6) = -6/5
The price elasticity of demand if the price of a pint falls from $8 to $6 is -8/3
And,
The price elasticity of demand if the price of a pint rises from $6 to $8 is -6/5.
Calculation of price elasticity of demand:
a) When the price falling
[tex]= ((5 -3)\div 3)\div ((6 -8)\div 8)\\\\= (2\div 3)\div(-2 \div8) \\\\= -8 \div3[/tex]
b) When the price rising:
[tex]= (-2\div 5)\div (2\div 6) \\\\= -6\div 5[/tex]
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