問題類型
- 圖形分類 Figure Classification(10 分鐘)
- 圖形矩陣 Figure Matrices(10 分鐘)
- 言語分類 Verbal Classification(8 分鐘)
- 言語類比 Verbal Analogies(8 分鐘)
- 數字類比 Number Analogies(10 分鐘)
- 數位系列 Number Series(8 分鐘)
- 圖形分析 Figure Analysis(9 分鐘)
- 圖形識別 Figure Recognition(9 分鐘)
題目內容
1. 圖形分類 Figure Classification
提出了三種在某些方面相似的設計。例如,它們可以全部是黑色的。從五個可能的答案中,學生必須確定具有類似特性的第四個設計。
答案是 E,因為它是唯一的答案選項,它是一個條紋半圓,就像前三個數字一樣。
![](data:image/png;base64,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)
2. 圖形矩陣 Figure Matrices
設計以帶有一個空方格的網格形式呈現,學生必須從五個可能的答案中選出缺少的設計。答案是 C,因為在第一對中,“向上一個箭頭”會變成“向上兩個箭頭”,因此在第二對中,“向下一個箭頭”必須變為“向下兩個箭頭”。
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)
3. 言語分類 Verbal Classification
提出了在某些方面相似的三個單字。從五個可能的答案中,學生必須找出具有相似屬性的第四個單字。
答案是雪,因為雨、霧、陽光都是天氣的一種,雪也是天氣的一種。
![](data:image/png;base64,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)
4. 言語類比 Verbal Analogies
一對相連的單字與單字一起呈現。從五個可能的答案中,學生必須選擇一個單字以相同的方式完成第二對。
答案是窗戶,因為地板上有地毯,窗戶上掛著窗簾。
![](data:image/png;base64,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)
5. 數字類比 Number Analogies
將有兩對數字透過某種運算連接起來,例如加、減、乘或除。額外的數字將使用相同的規則與答案選項之一配對。
從五個可能的答案中,學生必須選擇一個數字來完成第三對。
答案是 8。這裡 1 加 1 等於 2,但這對第二對不起作用,因為 5 加 1 是 6,而不是 10。相反,您必須乘以 2 才能得到每對的第二部分,所以4 乘以2 等於8。
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)
6. 數位系列 Number Series
給出了由變換規則創建的數字序列。學生必須從五個可能的答案中找出規則並繼續順序。
答案是15。這個系列中有兩種數字模式。第一個、第三個和第五個數字每次減少 1 – 18、17 然後 16。它們之間的數字一次增加 2 – 5、7 然後 9。這意味著下一個數字必須是 16 減 1 ,給出15。
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)
7. 圖形分析 Figure Analysis
這種類型與對稱性有關。例如,給定的圖表是一張折疊紙的圖像,其中有孔。學生必須弄清楚這張紙展開時會是什麼樣子。
答案是 D。這個孔是穿過兩層紙打出來的,所以當它展開時,這些孔將是彼此的鏡像,摺痕就是鏡像線。
![](data:image/png;base64,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)
8. 圖形識別 Figure Recognition
幾種複雜的設計與單一目標形狀一起呈現。從五個可能的答案中,學生必須確定其中一個複雜設計中的目標形狀。
答案是 E。不是 A,因為這表示目標翻轉了。它不是 B 或 C,因為它們的形狀尺寸錯誤。
![](data:image/png;base64,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)