Answer
Find out the Area of triangle ΔCMB and Area Of triangle ΔABC.
To proof
As given
In △ABC, point M is the midpoint of AC , point D is the midpoint of BC
Area of triangle ΔBMD=6 ft²
Now by using the property
The median of a triangle divides the triangle into two triangles with equal areas.
As M and D is the midpoint
by using the property
Area of triangle ΔBMD = Area of triangle ΔCMD = 6 ft²
Total area of ΔCMB = Area of triangle ΔBMD + Area of triangle ΔCMD
= 6 ft² + 6 ft²
= 12 ft²
area of ΔCMB = area of ΔAMB= 12 ft²
( By using the property mentioned above )
Total area of ΔABC = area of ΔCMB+ area of ΔAMB
= 12 + 12
= 24 ft ²
Therefore the area of ΔABC is 24 ft ² and area of ΔCMB is 12ft²
Hence proved
Answer:
<u>-------------------------</u>
HOPE IT HELPS
HAVE A GREAT DAY!!
Answer:
An inherent zero is a zero that implies none
Step-by-step explanation:
A zero which means that a phenomenon or variable does not exist or isn't represented is called inherent zero. It simply implies none.
Datasets that have inherent Zero:
1. Average age of participants In years
2.) Rainfall height in inches during rainy period
3.) Speed of wind during a storm.
Datasets with no inherent zero :
Dataset which involves measuring constructs usually have no inherent zero, such as :
1.) Average IQ level in a group of students
2.) Average level of satisfaction
3.) measurement involving temperature
is your equation. Hope this helped! :)