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If the question was area, the answer is 8. But since the problem is unclear, please provide the exact question (e.g., find area, coordinates, perimeter, etc.) to get a precise sol…

分类: geometry 更新时间: 2026-02-05

题目

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解题步骤

  1. Understand the question

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  2. Response

    Since the problem is not fully stated (e.g., what to find about the triangle with vertices F, G, H), we can't provide a solution yet. But if we assume we need to find the coordinates or area, let's first find the coordinates. From the graph:

    • Let's find coordinates of F, G, H. Looking at the grid, F seems to be at (4, -10), G at (8, -10), H at (5, -6) (assuming each grid square is 1 unit).

    If we need the area of triangle FGH:

  3. Explanation

    Step1: Identify base and height

    The base FG is horizontal. Length of FG: $|8 - 4| = 4$ (since y-coordinates are same, distance is difference in x). The height is the vertical distance from H to FG. Y-coordinate of FG is -10, y-coordinate of H is -6. So height $= |-6 - (-10)| = 4$.

    Step2: Use area formula for triangle

    Area of triangle $= \frac{1}{2} \times base \times height = \frac{1}{2} \times 4 \times 4 = 8$.

  4. Final answer

    If the question was area, the answer is 8. But since the problem is unclear, please provide the exact question (e.g., find area, coordinates, perimeter, etc.) to get a precise solution.

答案

Response

Since the problem is not fully stated (e.g., what to find about the triangle with vertices F, G, H), we can't provide a solution yet. But if we assume we need to find the coordinates or area, let's first find the coordinates. From the graph:

  • Let's find coordinates of F, G, H. Looking at the grid, F seems to be at (4, -10), G at (8, -10), H at (5, -6) (assuming each grid square is 1 unit).

If we need the area of triangle FGH:

Explanation

Step1: Identify base and height

The base FG is horizontal. Length of FG: $|8 - 4| = 4$ (since y-coordinates are same, distance is difference in x). The height is the vertical distance from H to FG. Y-coordinate of FG is -10, y-coordinate of H is -6. So height $= |-6 - (-10)| = 4$.

Step2: Use area formula for triangle

Area of triangle $= \frac{1}{2} \times base \times height = \frac{1}{2} \times 4 \times 4 = 8$.

Answer

If the question was area, the answer is 8. But since the problem is unclear, please provide the exact question (e.g., find area, coordinates, perimeter, etc.) to get a precise solution.

Question Image

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Question Analysis

Subject mathematics
Sub Subject geometry
Education Level high school
Difficulty unspecified
Question Type with image
Multi Question No
Question Count 1
Analysis Status completed
Analyzed At 2026-02-05T16:15:47

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