show an equation
One figure is drawn around the other.
One figure must be a circle.
The figure on the inside circumscribes the figure on the outside.
Circumscribing can be done as a construction.
The figures intersect.
Answer: Circumscribing can be done as a construction.
One figure must be a circle.
Circumscribing can be done as a construction.
Step-by-step explanation:
If we circumscribe a triangle, square, hexagon etc we draw a circle that surrounds it and touches each of its corners. So one figure must be circle.
Therefore, circumscribing is one figure is drawn around the other.
Circumscribing can be done as a construction is also true, by using compass and straightedge we can construct it.
There are different steps for each and every geometric figure circumscribed.
a. Why is her conclusion not valid?
Answer:
She painted her sister's nails with Brand B, not her own nails.
Step-by-step explanation:
All parts to an experiment must be the same except one thing. She is testing different nail polishes so that's what needs to be different. By painting her hand with one nail polish and her sister's with the other, she is changing a second variable in the experiment making it invalid.
are all fractions with a denominator of 9 recurring decimals investigate