
Delilah A.
asked 06/02/20Find the solution to the general exponential equation p(q)^rx=s, in terms of the constants p,r,s, and the logarithm of base q. In other words, solve for x.
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1 Expert Answer
pqrx = s In order to get at the exponent, we need to take the log base q:
logq(pqrx) = rxlogq(q) + logq(p) = logq(s)
rx = logq(s) - logq(p) = logq(s/p)
x = (1/r)log(s/p)
Take care.
Delilah A.
Thank youu!
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06/02/20
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Adama S.
Take log base q of both sides: log_q(p(q)^rx)=log_q(s) log_q(p)+rxlog_q(q)=log_q(s) log_q(p)+rx * 1 =log_q(s) rx= log_q(s)-log_q(p) rx= log_q(s/p) x=(log_q(s/p))/r06/02/20