The angles of triangle are x-40- x-20- and 1-2 x-15- - Find the value of x-

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Construct Triangle When Its Base, Difference of the Other Two Sides and One Base Angle Are Given

The angles of...

Question

The angles of triangle are x − 40°, x − 20° and. Find the value of x.

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Solution

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Similar questions

{(x - 40)}, {(x - 20)}

{(1 / 2 x - 10)}

x - 40^{o}, x - 20^{o}

\frac{1}{2} x + 15^{o}

The angles of a triangle are $(x - 40)^{\circ}, (x - 20)^{\circ}$ and ${(\frac{1}{2} x - 10)}^{\circ}$ . Find the value of $x$ .

Angles of a triangle are $(x + 10^{\circ}), (x + 40^{\circ})$ and $(2 x - 30^{\circ})$ . Find the value of x.

(x + 10^{\circ}) (x + 40^{\circ})

(2 x - 30^{\circ}

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