还有其他解题方法吗---The following content is extracted from the image:
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**Question Stem:**
已知 O(0,0), A(1,2), B(3,3), 若 OP = tOA + tOB, 问能否将△ABO分割为等面积的四个三角形?若能,写出P点坐标;若不能,说明理由。
*Translation:* Given O(0,0), A(1,2), B(3,3). If OP = tOA + tOB, can triangle ABO be divided into four triangles of equal area? If yes, write the coordinates of point P; if no, explain the reason.
**Chart/Diagram Description:**
* **Type:** Cartesian Coordinate System with vectors and points.
* **Main Elements:**
* **Coordinate Axes:** A horizontal X-axis and a vertical Y-axis are drawn, intersecting at the origin.
* **Origin:** Point O is marked at the intersection of the axes, labeled "O".
* **Points:**
* Point A is depicted in the first quadrant, representing vector OA.
* Point B is depicted further in the first quadrant, representing vector OB.
* Point P is shown in the first quadrant, labeled "P" and also "(x, y)". An arrow points from O to P.
* **Lines/Vectors:**
* A straight line segment (vector) from O to A.
* A straight line segment (vector) from O to B.
* A straight line segment (vector) from O to P.
* Dashed lines are drawn from P, one parallel to OB intersecting the line OA, and another parallel to OA intersecting the line OB, implying a vector sum or parallelogram construction.
**Other Relevant Text / Calculations:**
* `D (2,2)`
* `OA = (1,2)`
* `OB = (3,3)`
* `OP = tOA + tOB`
* Calculation of P from `OP = tOA + tOB`:
`P = (t * 1 + t * 3, t * 2 + t * 3)`
`P = (4t, 5t)`
* `(4,2)`
* `P = (2-3t, 1-3t)` (This is an alternative definition for P or a different problem context, as it contradicts P=(4t, 5t) from the given vector sum.)
* Equations and their solutions (likely based on `P = (2-3t, 1-3t)` and trying to find `t` for specific coordinates, e.g., P=(1,2)):
* `2-3t = 1`
`tx = -1/3` (This appears to be `t = 1/3`, with `x` being a typo or referring to a variable `x` related to `t`.)
* `1-3t = 2`
`ty = -1/3` (This appears to be `t = -1/3`, with `y` being a typo or referring to a variable `y` related to `t`.)
* Derived `t` values:
`t = 1/3`
`t = -1/3`
* `不是己` (Handwritten note, meaning "Not done yet" or "Not finished").
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