An architect designs two similar triangular patios. The first patio has angle measures of (x + 10)°, (y + 5)°, and 40°. The second patio has angle measures of (x – 10)°, 60°, and 80°. Find the values of x and y.

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Answer:x = 50, y = 75anglesof a triangle is equal to 180°triangles,Answer: x=230 and y=75Step-by-step explanation: A triangle is worth 360 degrees, which means when you add up all the angles it equals 360 degrees. SoSecond patio:(x-10),60+80 = 360x-10+140 =360-140x-10=220+10x=230First patio:(x+10)+(y+5)+40 = 360x+y+55=360x+y=360-55x+y=305- x(230) =75y=75