G
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I am trying to figure out what a variable is in the following:
If ES=3n+6 and EO = 8n-10, find n.
The parrallelogram is as follows.
Line EP=HO
and S is at the intersection . It looks like a kite.
I tried it this way and came up with fractions.
Subtract ES from E - 8n-10-3n+6, which leaves line SO = 5n-4.
Next:
Solve for X and Y in the parrallelogram:
I__________M angle m =12y+8
P___________A
angle p = 2x angle a = 5y+2
Setting angles M and A equal to each other will leave a fraction
Does anyone know how to draw lines on here?
[/img]
If ES=3n+6 and EO = 8n-10, find n.
The parrallelogram is as follows.
Line EP=HO
and S is at the intersection . It looks like a kite.
I tried it this way and came up with fractions.
Subtract ES from E - 8n-10-3n+6, which leaves line SO = 5n-4.
Next:
Solve for X and Y in the parrallelogram:
I__________M angle m =12y+8
P___________A
angle p = 2x angle a = 5y+2
Setting angles M and A equal to each other will leave a fraction
Does anyone know how to draw lines on here?
[/img]