ZY=7XY then ZX=8XY
What is your question?
z = 7x
z = 8y
so
7x = 8 y
so what? what is the question?
To understand this statement, we can break it down into its components:
1. ZY = 7XY: This equation tells us that the length of the line segment ZY is equal to seven times the length of the line segment XY.
2. ZX = 8XY: This equation tells us that the length of the line segment ZX is equal to eight times the length of the line segment XY.
Now, let's analyze the relationship between these two equations:
Since we know that ZY = 7XY, we can substitute this value into the second equation:
ZX = 8XY
ZY = 7XY
Substituting the value of ZY in terms of XY:
ZX = 8XY = 8 * (ZY / 7)
Since ZY = 7XY, we can replace it in the equation:
ZX = 8 * (7XY / 7)
Simplifying:
ZX = 8XY
ZX = 8XY
Therefore, we can conclude that ZX is equal to 8XY.