Answer:
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Step-by-step explanation:
35) x = 3 1/3
for each of these parallelograms, the diagonals are congruent
in #35, DT = RT so you can set their expressions equal to each other
22 = 6x + 2
20 = 6x
20/6 = x
10/3 = x (simplified)
from left to right on each shape
S vertices: (-6,2), (-4,4), (-3,-1), (-1,1)
R vertices: (-8,-1), (-6,-3), (-4,-1), (-2,-3)
Q vertices: (-1, -2), (-1, -6), (3, -2), (3, -6)
P vertices: (0, 4), (2, 0), (4, 4)
x = negative 9 or x=-9
4x+24=2x+6. We can subtract 6 from both sides to get
4x+18=2x. After that, we can switch the sides to get
2x-18=4x, so negative 18 (-18) is equivalent to 2x. We get
2x=-18, divide both sides by 2 to get x=(-9).
x = (y +2)/3
y= 3x-2
y+2=3x
x=(y +2)/3