Answer:
B.
Step-by-step explanation:
If you dont understand what I wrote, just ask!
It is true that corresponding points must be an equal distance from the Line of reflection. This is because in cases of reflection, the image is far behind the mirror or line of reflection as the object is in front of the mirror. What this proposition means is, the distance from the object to the line of reflection is equal to the distance between the reflection line and the image. There sizes are bound to be equal to, and hence the two corresponding points will be similar.
You would do 196 divided by 1/2. You would get: 392
That's FALSE.
In the first quadrant the co functions decrease with increasing angles while the non-co functions increase with angle in the first quadrant.
Since reciprocals move in the opposite direction, each reciprocal pair is a co functions and a non co function. So we're FALSE here since we have two co functions, which can't be reciprocals.
In our case, the reciprocal of cosine is secant, and the reciprocal of cotangent is tangent.
