p varies inversely as root q where p = 2 and q= 9 find p when q=9/4
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Step-by-step explanation:
p∝1/√q
On removing the sign of proportionality,
=> p = k/√q
=> k = p√q
Thus, k = 2√9 = 2*3 = 6
If q = 9/4, k = 6
=> 6 = p*√[9/4]
=> 6 = 3p/2
Thus, p = 4
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