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center 5 right 6 left 1 bottom left 4 bottom right 7 top right 3 top left 2
Suppose we have two linear equations in two unknowns. If the equations are plotted on a rectangular grid, the graph will fit one of these scenarios: 1) The two lines cross each other (intersect). 2) The two lines don't cross - they are parallel lines 3) The two lines fall on top of each other - they're really the same line. In case 3) the two lines are dependent - one can be changed into the other. In cases 1) and 2) we say the lines are independent. If the pair of equations has a solution (one or more points in common) we say they are consistent ... cases 1) and 3). In case 2) the system is inconsistent; there is no solution. To summarize: 1) Intersecting lines are consistent and independent. 2) Parallel lines are inconsistent and independent. 3) Coincident ["happen together"] lines are consistent and dependent. *** A second order linear system CANNOT be both dependent and inconsistent.
4 (1 horizontal: left to right, 1 vertical: up and down and 2 diagonal)
-1 to the 7th power equals -1
Well, darling, the answer to power lines 1 level 6 is simply 857. Now go on and show those power lines who's boss!
pingas
1234567
Helpful. What you call "power lines 1 level 6", it has to make 10 and there are six powercells. What you call "power lines 2 level 7" is has to make 21 and there are more than six which is 9 powerce.
lalalalalalala
42 5 631
42 5 631
I already know this. 1 2 4 5 6
down 4531 across 256
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7 at top left, 5 at top right, 4 at center, 1 at bottom right, 2 at center left, 3 at bottom left, 6 at center right. You should be able to be on the final level of power lines 1 to receive the password whilst done level 8.
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