What is the perimeter of the trapezoid? 10m 8m 10m 18m
1 answer:
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Similar triangles may or may not be congruent.
The congruent criterion to use in her proof is (b) SAS theorem
From the question, we understand that she draws an angle bisector from to side PR
This means that, either sides of angle Q are congruent. (this is represented by A i.e. angle)
When is bisected, sides PB and RB become congruent
i.e. ... (this is represented by S i.e. side)
Lastly, both triangles share a common side at QB .. (this is also represented by S i.e. side)
So, we have: SAS
Hence, the congruent criterion to use in her proof is (b) SAS theorem
Read more about similar and congruent triangles at:
Hey there, Nancykkxx00!
To solve the equation
In backward problem-solving strategy, you first need to, if there are no parenthesis, either add or subtract first from both sides.
Here we have a negative 6 ( -6 ), so since we are doing it backwards, instead of subtracting 6, we are adding 6 to both sides.
( The six from the left side cancels out making it 0 )
Now we move to division. Since we are diving (we always have yo do the opposite of what we are doing), we need to multiply. So,
Always do it on both sides.
Now, we end up with
If we plug it in, it will be like this
So, the answer is
Thank you for using Brainly.
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To solve the equation
In backward problem-solving strategy, you first need to, if there are no parenthesis, either add or subtract first from both sides.
Here we have a negative 6 ( -6 ), so since we are doing it backwards, instead of subtracting 6, we are adding 6 to both sides.
( The six from the left side cancels out making it 0 )
Now we move to division. Since we are diving (we always have yo do the opposite of what we are doing), we need to multiply. So,
Always do it on both sides.
Now, we end up with
If we plug it in, it will be like this
So, the answer is
Thank you for using Brainly.
See you soon!