Determine the measure of alpha (α). A. 25 degrees B. 47 degrees C. 22 degrees D. 43 degrees
@dude
|dw:1540477981238:dw|
|dw:1540478106112:dw| Can you find A and B in this picture? I'll slowly get you to angle alpha
yes
Alright so what's A and what's B? If you need help just say you don't know
43 and 25
Uh actually A is inside a triangle. And all angles inside a triangle add up to 180 So 90 + 25 + A = 180 right? A = 180 - 90 - 25 A = 65
And this is ALWAYS true: |dw:1540478421746:dw| A 90-degree angle is always next to another 90-degree angle because it makes a straight line. So B = 90
|dw:1540478484072:dw| I updated my diagram: Can you find C and D?
If you don't know just say so and I'll tell you.
no
i might be wrong
|dw:1540479481928:dw|
As you can see every angle inside a triangle adds up to 180 Something else you should know is that every angle inside a quadrilateral adds up to 360
|dw:1540479581125:dw|
|dw:1540479602666:dw| Since every angle inside a quadrilateral adds up to 360 Angle A + 90 + 90 + 133 = 360 Angle A would be 360 - 133 - 90 - 90 which is 47
|dw:1540479758084:dw|
hold on a second I might've messed up somewhere...
|dw:1540479859192:dw| yeah I made a mistake up there I fixed it
|dw:1540479906415:dw| It's actually 22
oh i see now 22 degrees i had to look back and see it is 22 not 47
Join our real-time social learning platform and learn together with your friends!