The height in meters of women of a certain tribe is approximated by $h = 0.52 + 2 \log ( \mathrm { t } / 3 )$ where $t$ is the woman's age in years and $1 \leq t \leq 20$. Estimate the height (to the nearest hundredth) of a woman of the tribe 4 years of age. (Round to the nearest hundredth.)
A) 0.96 m
B) 1.12 m
C) 0.52 m
D) 0.77 m

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The Answer of The height in meters of women of a certain tribe is approximated by $h = 0.52 + 2 \log ( \mathrm { t } / 3 )$ where $t$ is the woman's age in years and $1 \leq t \leq 20$. Estimate the height (to the nearest hundredth) of a woman of the tribe 4 years of age. (Round to the nearest hundredth.)
A) 0.96 m
B) 1.12 m
C) 0.52 m
D) 0.77 m

The Height in Meters of Women of a Certain Tribe h=0.52+2log⁡(t/3)h = 0.52 + 2 \log ( \mathrm { t } / 3 )h=0.52+2log(t/3)

The Height in Meters of Women of a Certain Tribe $h = 0.52 + 2 \log ( \mathrm { t } / 3 )$