Take Note: The sum of the angles inside a triangle is always $\boldsymbol{180}^\circ$. First triangle: $\angle x^\circ + \boldsymbol{75}^\circ + \boldsymbol{35}^\circ = 180^\circ$…
take note: the sum of the angles inside a triangle is always $\boldsymbol{square}^{circ}$.find the missing angles of the following triangles:$angle x^{circ}+\boldsymbol{square}^{circ}+\boldsymbol{square}^{circ}=180^{circ}$ plug in what is given.$angle x^{circ}+\boldsymbol{square}^{circ}=180^{circ}$ add the given angles.$angle x^{circ}=\boldsymbol{square}^{circ}$ subtract from $180^{circ}$$angle x^{circ}+\boldsymbol{square}^{circ}+\boldsymbol{square}^{circ}=180^{circ}$ plug in what is given.$angle x^{circ}+\boldsymbol{square}^{circ}=180^{circ}$ add the given angles.$angle x^{circ}=\boldsymbol{square}^{circ}$ subtract from $180^{circ}$
take note: the sum of the angles inside a triangle is always $\boldsymbol{square}^{circ}$.find the missing angles of the following triangles:$angle x^{circ}+\boldsymbol{square}^{circ}+\boldsymbol{square}^{circ}=180^{circ}$ plug in what is given.$angle x^{circ}+\boldsymbol{square}^{circ}=180^{circ}$ add the given angles.$angle x^{circ}=\boldsymbol{square}^{circ}$ subtract from $180^{circ}$$angle x^{circ}+\boldsymbol{square}^{circ}+\boldsymbol{square}^{circ}=180^{circ}$ plug in what is given.$angle x^{circ}+\boldsymbol{square}^{circ}=180^{circ}$ add the given angles.$angle x^{circ}=\boldsymbol{square}^{circ}$ subtract from $180^{circ}$
$\angle x^\circ + 75^\circ + 35^\circ = 180^\circ$
$\angle x^\circ + 110^\circ = 180^\circ$
$\angle x^\circ = 180^\circ - 110^\circ = 70^\circ$
$\angle x^\circ + 50^\circ + 100^\circ = 180^\circ$
$\angle x^\circ + 150^\circ = 180^\circ$
$\angle x^\circ = 180^\circ - 150^\circ = 30^\circ$
Sum of triangle angles = $180^\circ$
Take Note: The sum of the angles inside a triangle is always $\boldsymbol{180}^\circ$.
First triangle:
$\angle x^\circ + \boldsymbol{75}^\circ + \boldsymbol{35}^\circ = 180^\circ$
$\angle x^\circ + \boldsymbol{110}^\circ = 180^\circ$
$\angle x^\circ = \boldsymbol{70}^\circ$
Second triangle:
$\angle x^\circ + \boldsymbol{50}^\circ + \boldsymbol{100}^\circ = 180^\circ$
$\angle x^\circ + \boldsymbol{150}^\circ = 180^\circ$
$\angle x^\circ = \boldsymbol{30}^\circ$
$\angle x^\circ + 75^\circ + 35^\circ = 180^\circ$
$\angle x^\circ + 110^\circ = 180^\circ$
$\angle x^\circ = 180^\circ - 110^\circ = 70^\circ$
$\angle x^\circ + 50^\circ + 100^\circ = 180^\circ$
$\angle x^\circ + 150^\circ = 180^\circ$
$\angle x^\circ = 180^\circ - 150^\circ = 30^\circ$
Sum of triangle angles = $180^\circ$
Take Note: The sum of the angles inside a triangle is always $\boldsymbol{180}^\circ$.
First triangle:
$\angle x^\circ + \boldsymbol{75}^\circ + \boldsymbol{35}^\circ = 180^\circ$
$\angle x^\circ + \boldsymbol{110}^\circ = 180^\circ$
$\angle x^\circ = \boldsymbol{70}^\circ$
Second triangle:
$\angle x^\circ + \boldsymbol{50}^\circ + \boldsymbol{100}^\circ = 180^\circ$
$\angle x^\circ + \boldsymbol{150}^\circ = 180^\circ$
$\angle x^\circ = \boldsymbol{30}^\circ$
take note: the sum of the angles inside a triangle is always $\boldsymbol{square}^{circ}$.find the missing angles of the following triangles:$angle x^{circ}+\boldsymbol{square}^{circ}+\boldsymbol{square}^{circ}=180^{circ}$ plug in what is given.$angle x^{circ}+\boldsymbol{square}^{circ}=180^{circ}$ add the given angles.$angle x^{circ}=\boldsymbol{square}^{circ}$ subtract from $180^{circ}$$angle x^{circ}+\boldsymbol{square}^{circ}+\boldsymbol{square}^{circ}=180^{circ}$ plug in what is given.$angle x^{circ}+\boldsymbol{square}^{circ}=180^{circ}$ add the given angles.$angle x^{circ}=\boldsymbol{square}^{circ}$ subtract from $180^{circ}$
Top-left cell: 180 Top-right cell: 6 Bottom-left cell: 600 Bottom-right cell: 20 Final product: 806
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