Asked by BaileyBubble

In rectangle KLMN, KM = 6x + 16, and LN = 49. Find the value of x.

Answers

Answered by Mac
In a rectangle diagonals are equal
Set the two equal to each other and solve
Answered by BaileyBubble
thanks. :) I got 49. is that right?
Answered by Mac
6x+16=49
6x=49-16=33
X=33/6=5.5
Answered by BaileyBubble
got it. thanks! :)
Answered by GG
A
C
B
C
A
D
B
D
Idk what the easy question is
L6 U7
Answered by GG
4 is A sorry I got a 8/8
Answered by Helpful fox
GG is 100% right except that 4 is A. For the essay question, just use this as a reference and mix up your words some, add in some of your knowledge and make it your own.


Essay question reference:
rhombus has equal angles opposite, opposite sides equal. Here, you have three sides on each triangle equal to the corresponding angle
Answered by Helpful fox
Also that means that the correct ones are:
A
C
B
A
A
D
B
D
Answered by dabi
yall r angels thank u <3
Answered by sdjf
don't go with the answer words, they change, ill come back with the answer
1. Classify the figure in as many ways as possible
- A. rectangle; square; quadrilateral; parallelogram; rhombus
2. Which statement is true?
- C. All rectangles are quadrilaterals.
3. Lucinda wants to build a square sandbox, but she has no way of measuring angles. Which of the following explains how she can make sure the sandbox is square by measuring only length.
- B. Arrange four equal-length sides, so the diagonals are equal lengths also.
4. J and M are base angles of isosceles trapezoid JKLM. If mJ=20x+9 and mM=14x+15, find mK.
- A. 151 degrees
5. In the Rhombus m1=18x, m2=x+ y, and m3=30z. Find the value of x+y+z. The diagram is not drawn to scale
- A. 93
6. In the rectangle KLMN, KM=6x+16, and LN=49. Find the value of x.
- D. 5.5
7. Find the value of a. The diagram is not to scale.
- B. 144 degrees
8. LM is the mid segment of trapezoid ABCD. If AB=46 and DC=125, what is LM?
- D. 85.5
9. Use Amy, she got it
- In the rhombus all the 4 sides are equal.
ABC is congruent to CDA because..
AD=BC
DC=AB
AC=AC
therefore all three side from each triangle are the same and they are congruent according to SSS

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