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  1. Question 1 of 4
    A supermarket determines that the demand for its chip varies inversely with the price of each packet. When the price per packet is $2.60, the weekly demand is 420 packets.
    (i) Write the inverse variation equation that relates price “p” and demand “d”.
    (ii) Find the weekly demand for chips when the price per packet drops to $1.75.
    Write fractions in the format “a/b”
    • (i) Equation: d=
      (ii) Weekly demand when price per packet is $1.75: packets