- #1

- 3,884

- 11,585

1. The midpoint of $AB$ is $E$.

2. The points $A,\,G$ and $F$ are on the same line.

3. There is a point $C$ at which $BG$ and $EF$ intersect.

4. $CE=1$ and $AC=AE=FG$.

Prove that if $AG=x$, then $AB=x^3$.

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- #1

- 3,884

- 11,585

1. The midpoint of $AB$ is $E$.

2. The points $A,\,G$ and $F$ are on the same line.

3. There is a point $C$ at which $BG$ and $EF$ intersect.

4. $CE=1$ and $AC=AE=FG$.

Prove that if $AG=x$, then $AB=x^3$.

- #2

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