Each angle is 60. so doubl;e that 60 * 2 = 120
Answer:
The area of Trapezium is 171 cm² .
Step-by-step explanation:
Given as for a trapezium :
The measure of parallel sides are 25 cm and 13 cm
I.e AB = 25 cm , CD = 13 cm
The measure of other sides of the trapezium = AD = BC = 15 cm
Let The height of measure h is drawn on the side AB
So , The BOC is now a triangle
∴ The measure of BO = AB - AO = 25 cm - 13 cm = 12 cm
Let the area of Trapezium = A
Now, height h = 
Or, h = 
Or, h = 
∴ h = 
I.e h = 9 cm
From figure
∵ Area of trapezium =
×Height×( sum of parallel side )
or, A =
×h×( AB + CD )
or , A =
×9×( 25 + 13 )
Or, A =
×9×38
∴ Area = 171 cm²
Hence The area of Trapezium is 171 cm² . Answer
Given:
m∠R = 90° and m∠Q = 6°
PQ = 2.2 ft and RP = x
To find:
The length of RP.
Solution:
Using basic trigonometric formula:


Multiply by 2.2 on both sides.


(nearest tenth)
The length of RP is 0.2 feet.
The equivalent of 0.25 kilometers to centimeter is 25,000 centimeters. It is computed by converting first 0.25 km in to meters, with that 1 km has 1,000 meter and by that we could say that in 0.25 km there is 250 meter. THen converting meter into cm, with that 1 m has 100 cm, and by that 250 meters there is 25,000 cm.
Answer:
x = 145, y = 35
Step-by-step explanation:
so y is equal to 35 because alternate interior angles are equal to each other (you can search this up if you're confused) and x = 145 because of supplementary angles so I did 180 - 35 = 145. hope this helps!