if-a-constant-1d-and-gt1d-and-gt-1-has-a-natural-logarithm-value-of-lnd52983ln-d

Question

If a constant $d > 1$ has a natural logarithm value of $\ln d hickapprox5.2983$ , estimate the values of $\log_5d$ and $\log_{d}5$ using the fact that $\ln5 hickapprox1.6094$ .

Accepted Answer

$\log_5d\approx3.2921,\log_{d}5\approx0.3038$

Answer

$\log_5d\approx3.2921,\log_{d}5\approx0.3038$

Answer

$\log_5d\approx3.2921,\log_{d}5\approx0.3038$

Answer

$\log_5d\approx3.2921,\log_{d}5\approx0.3038$

If a constant d>1d > 1d>1 has a natural logarithm value of lnd≈5.2983\ln d\thickapprox5.2983lnd≈5.2983, estimate the values of log5d\log_5dlog5d and logd5\log_{d}5logd5 using the fact that ln5≈1.6094\ln5\thickapprox1.6094ln5≈1.6094.

If a constant $d > 1$ has a natural logarithm value of $\ln d\thickapprox5.2983$ , estimate the values of $\log_5d$ and $\log_{d}5$ using the fact that $\ln5\thickapprox1.6094$ .