Answer:
point A' is (5, 9)
Step-by-step explanation:
A (-2,-5) is a glide reflection wear the translation is (x,y) is x+7,y and the line of reflection is y=2
A is (-2,-5)
a glide reflection wear the translation is (x,y) is (x+7,y)
7 is added with x, so add 7 with x value -2 on A(-2,-5)
(-2+7, -5)
(5,-5)
Reflection is y=2
So we need to find the difference of y values of point (5,-5) and y = 2
2-(-5) = 7
So we move 7 units up from y = 2. y=2+7 = 9
x value remains the same x=5
Hence point A' is (5, 9)
C = the square root of a^2 + b^2
AC = the sqrt of AB^2 + BC^2
AC = sqrt of 6^2 + 10^2
AC = 11.66
Give me a second to take a look at it
Answer:
x = 5/6-4y^2
Step-by-step explanation:
^ = to the power of and * = times
y = square root of 6x-5/4x
(times by the square root on either side, sorry I don't know how to word it)
y^2=6x-5/4x
(times by 4x either side)
4xy^2= 6x-5
(+5 either side)
4xy^2+5=6x
(-4xy^2 either side)
5=6x-4xy^2
(factorize)
5=x(6-4y^2)
(divide by (6-4y^2))
5/6-4y^2 = x or x = 5/6-4y^2
Tell me if this is incorrect.
