In an isosceles right-angled triangle, the measure of the three angles is _________,_________ and ____________
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In an isosceles right-angled triangle, the measure of the three angles is _________,_________ and ____________
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Verified answer
Answer:
45,90,45
Step-by-step explanation:
Since, the angle is right angled isosceles triangle. One of the angles will be 90
∘
. let the other two angles be x
Thus, sum of angles = 180
90+x+x=180
2x=90
x = 45
∘
The measure of each angle is: 45
∘
,45
∘
,90
∘
[tex]\huge\mathfrak\red{Answer}[/tex]
45 °,45°,90°
Since, the angle is right angled isosceles triangle. One of the angles will be 90°
let the other two angles be x
Thus, sum of angles = 180
90+x+x=180
90+x+x=1802x=90
90+x+x=1802x=90x=45°
The measure of each angle is: 45°,45°,90°