Find the value of $x$ , between $0^{0}$ and $360^{0}$ , for which: $\tan x=1.107$

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godwin_ibrahimTyro

Asked: November 25, 20202020-11-25T19:26:50+00:00 2020-11-25T19:26:50+00:00In: Calculus and Trigonometry

Find the value of $x$ , between $0^{0}$ and $360^{0}$ , for which: $\tan x=1.107$

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Find the value of $x$ , between $0^{0}$ and $360^{0}$ , for which: $\tan x=1.107$

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Sengemegz · Accepted Answer · 2020-12-07T13:02:11+00:00

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Sengemegz Moderator

2020-12-07T13:02:11+00:00Added an answer on December 7, 2020 at 1:02 pm

$\tan x=1.107$
$\tan x$ is positive in the 1st and 3rd quadrants
from tables, $\therefore x=47.91^{0}$
$\Rightarrow (180+47.91)^{0}=227.91^{0}$
$\therefore x=47.91^{0}$ or $227.91^{0}$

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