can someone please help me with these math questions please?? thanks
Rectangle A B C D with side A B is labeled 3y + 10 and side C D is labeled 2y + 20 . ABCD is a rectangle. Find the length of AB
10
20
30
40
CDEF is a square. Solve for x if the measure of angle FCD = 2x + 45.
22.5
90
45
62.3
A B C D is drawn with diagonals B D and A C. ABCD is a rectangle. Diagonal BD = 25. Find the length of AC.
15
20
25
30
Rhombus G H I J is drawn with diagonals H J and G I intersection at point K. GHIJ is a rhombus. The measure of angle HKI = 4y + 10. Solve for y.
90
45
20
30
Rhombus G H I J is drawn with diagonals H J and G I intersection at point K. GHIJ is a rhombus.The measure of angle GHI = 66. Find the measure of angle GHK.
66
33
90
132
Math help please?
Okee dokee
1) If those are opposite sides of the rectangle, then 3y + 10 = 2y + 20, because opposite sides are equal. Thus, y = 10, and the side length is 40.
2) The interior angles of a square are all 90 degrees. Thus, 2x + 45 = 90 and x = 22.5
3) The diagonals on a rectangle are equal, so AC is also 25.
4) The angles created by the intersecting diagonals of a rhombus are 90 degree angles; therefore, 4y + 10 = 90, and y = 20.
5) GHK would be exactly half of GHI, so GHK = 33.
Reply:1. Because it's a rectangle, AB = CD, so
3y+10 = 2y+20
y+10 = 20
y = 10
AB = 3y+10 = 40
2. %26lt;FCD has to = 90, so
2x+45 = 90
2x = 45
x = 22.5
3. The diagonals inside a rectangle are equal.
AC = BD = 25.
4. A rhombus' sides are all the same length, so the angles formed in the center are all right angles.
90 = 4y+10
80 = 4y
20 = y
5. The diagonal bisects the original angle of the sides.
%26lt;GHI = 66, so %26lt;GHK = 33.
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