A triangle has sides 8cm and 5cm and an angle of 90 degrees between them. Calculate the smallest angle of the triangle.
32 degree
I need solution not only answers thank you
I need the solution not only the answer
Pls I need solution not only the answer pls
Pls kindly send us the solution of this work and only the answer we need to be able to know and understand what u guys are solving and how u got the answer . So pls can u guys kindly amend it mistakes . Tnxs.
Pls kindly send us the solution of this work and not only the answer ,we need to be able to know and understand what u guys are solving and how u got the answer . So pls can u guys kindly amend ur mistakes . Tnxs.
I need a solution not only the answer it is not a objective question
Tan theta = 5/8
Tan theta =0.625
Arc tan 0.625=32
32°
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Pls i need the solving not only answers xoxo thnx
Pls kindly show working
Plz I need the solution not the answer
first of all, draw the 8cm straight line
then from the left side of that line draw a 5cm vertical line
connect each edge ( right side edge of the 8cm line and the remaining edge of the 5cm vertical line)
now you can see a 90-degree angle in the upper left side of the corner
by using a protractor to measure that corner to confirm.
now the opposite side of that side (I mean the upper right side of the angle)
use the protractor and measure it
you will have **32 degrees** as the answer
as with all triangles, the smallest angle is opposite the smallest side. So, it is opposite the side of 5cm, and
tanθ = 5/8