If the angles on this diagram were labeled this would be a lot easier to describe, but here goes...
We need to find the angle they are calling “1”, at the bottom of the triangle on the far left of the diagram. In order to find that angle, we have to find the other 2 angles first.
The top left corner of the diagram is marked as a right angle (90 degrees) with a line dividing that angle. If one part is 36 degrees, the other is 54 (90-36=54).
Now look in the middle of the diagram where the 2 lines criss-cross. A straight line is 180 degrees...since we see that the one angle in the middle is 88 degrees, the other part of it must be 92 degrees (180-88=92).
You now know 2 of the 3 angles...54 and 92. All 3 angles of a triangle = 180 degrees so we can write this equation...
54 + 92 + (angle 1) = 180
So angle “1” = 34 degrees
It would be burlington because the other answer doesnt make sense
Answer:
length times width times height
Step-by-step explanation:
ANSWER: width (w) = 11 ft
w = 3L + 5
P = 2w + 2L = 26
P = 2(3L + 5) + 2L = 26
P = 6L + 10 + 2L = 26
P = 8L + 10 = 26
Now solve for L
8L = 16
L = 2
Now plug in 2 for L in the W equation
w = 3L + 5
w = 3(2) + 5
w = 6 + 5
w = 11
Width is 11 ft
Length is 2 ft
A drawing<span> that shows a real object with accurate sizes reduced or enlarged by a certain amount (called the </span>scale<span>). The </span>scale<span> is shown as the length in the</span>drawing<span>, then a colon (":"), then the matching length on the real thing.</span>
