Question

Find AM in the parallelogram if PN = 12 and AO = 3

Answer 1

@chels1226 digonals bisect each other so AM=AO=3:)

Answer 2

so its 3 ? (:

Answer 3

yup:)

Answer 4

thank you! can you help with another one?

Answer 5

LMNO is a parallelogram. If NM = x + 17, and OL = 3x + 5, find the value of x, and then find NM and OL.

Answer 6

@chels1226 opposite sides of a parllelogram are equal so
NM=OL
x+17=3x+5
2x=12
x=6
so
NM=x+17=17+6=23
:)

Answer 7

In the figure, the horizontal lines are parallel and AB = BC = CD. Find JM. The diagram is not drawn to scale

Answer 8

@chels1226 parllel lines make equal intercepts so ML=LK=KJ=6
MJ=ML+LK+LJ=3*6=18
:)

Answer 9

so the answer is 18 ?

Answer 10

yup:)

Answer 11

@Aperogalics In the figure, the horizontal lines are parallel, and AB = BC = CD. Find KL and FG. The diagram is not drawn to scale.

Answer 12

solving ur homework....lol:)

Answer 13

sorry ): im not very good at this . lol

Answer 14

no prob.
i personally think u r good just u need the direction
so
if 3lines are parllel and equidistant then intercept by a line are equal
so here AB=BC
DE=EF
GH=HI
IJ=JK

Answer 15

SRY IJ IS NOT EQUAL TO JK
JK=KL
:)

Answer 16

A. KL = 5.7; FG = 7.2
B. KL = 7.2; FG = 5.7
C. KL = 7.2; FG = 7.2
D. KL = 5.7; FG = 5.7

Answer 17

(B)
:)

Answer 18

Find values of x and y for which ABCD must be a parallelogram. The diagram is not drawn to scale.

Answer 19

digonals bisects each other so
2x-2=x+2 and 5y-8=y+24
x=2+2 5y-y=24+8
x=4 4y=32->y=8
:)

Answer 20

In the rhombus, angle 1 = 6x , angle 2 = x+y , and angle 3 = 9z. Find the value of each variable. The diagram is not drawn to scale.

Answer 21

digonals bisect at 90 so 6x=x+y=9z=90
x=90/6 z=90/9
x=15 z=10
x+y=90
y=90-15=75
:)

Answer 22

In the rhombus, angle 1= 168/ What are angle 2 and 3? The diagram is not drawn to scale