Geometry · Grade guarantee on the A+ plan

Personal AI Geometry Tutor Online That Teaches the Method

Photograph the diagram and the tutor asks what you can justify from what is marked on it, because geometry marks are attached to reasons rather than to conclusions and a correct answer with no justification scores very little.

+0.6 GPA 一個學期內,A+ 方案保障達成
僅限 A+ 方案 解法分是試卷中真正可以透過練習提升的部分。 閱讀完整條款
分數為何流失
先給提示,再看解答照片 · PDF · 投影片 · 錄音附有解題過程的圖解針對弱項的測驗
把卡住的題目帶來
你的 AI導師已準備好
接下來會發生什麼
1提示不是直接給答案
2演練你需要時
3檢查站它會反問你
4測驗幾天後
你隨時可以要求完整解答,但它不會一開始就只給答案。
快速解答

What is the AskSia AI geometry tutor?

The AskSia AI geometry tutor is a personal tutoring tool that teaches proof and justification rather than answers. It asks what the diagram actually tells you, builds the chain of reasons with you when you ask, and puts a related configuration back to you. It covers angles and parallel lines, triangle congruence and similarity, quadrilaterals, circle theorems, area and volume, coordinate geometry and transformations. It answers in eight languages. Students on the AskSia A+ plan are covered by the Grade Confidence Guarantee. AskSia is a study aid, not an answer key.

輔導如何進行

如同真人導師的四個階段

解答出現時,解題工具就完成任務;當你能獨自解下一題,輔導才算完成。

1
提示

給推進方向,而不是直接給解答

它指出卡住的步驟,再把問題交回給你走出下一步。

2
演練

逐行說明,搭配圖解

需要更多協助時,它會逐行帶你走過解法,而不只告訴你最終結果。

3
檢查站

它會反過來問你一題

在繼續之前,它會用一個簡短問題確認下一步是否真正屬於你。

4
測驗

稍後再回來複習

弱項會在更適合主動回憶、鞏固解題方法的時機再次出現。

你現在就需要答案

晚上 11 點,作業就要截止

若截止時間最優先,請使用解題工具查看完整的分步解答。

使用解題工具
你需要學會自己解

考試還有三週

導師會刻意放慢節奏,為下一題留下可重複使用的解題方法。

成績信心保證 · AI Geometry Tutor僅限 A+ 方案 · 基於成績單 · 條款已公開 · v2026.05
僅限 A+ 方案
因為我們教的是方法,所以可以承諾成績 ✦
大學 · GPA 僅限 A+ 方案
+0.6 GPA
此保證會依學習紀錄審核,僅限 A+ 方案。註冊前請詳閱完整適用條件。
AI Geometry Tutor · 分數在哪裡
Stating a conclusion without a reasonM1
Assuming from the pictureM1
Proving in the wrong orderM1
找出第一個錯誤步驟M1
解題過程會清楚顯示在答案旁A1
在 A+ 方案中:依此學習路徑持續一個學期,未達目標即可申請退款單靠答案無法保證結果。我們能保證的是解題方法,因為它才是評分依據。免費方案和其他付費方案也包含導師服務,但不包含退款。 閱讀完整條款
合約保障 ✦
每個學期
分數為何流失

每學期最容易失分的三個習慣

Geometry is the one school maths topic graded on justification. These three are where the marks go.

01

Stating a conclusion without a reason

Congruent by itself earns nothing, because the mark is attached to naming which criterion applies. The tutor asks which reason before it accepts the claim.

02

Assuming from the picture

Diagrams are rarely to scale and equal looking sides prove nothing. The tutor asks what is actually marked on the diagram.

03

Proving in the wrong order

A proof that uses a fact before establishing it is incomplete however true it is. The tutor asks what you can justify from the given information first.

練習與追蹤

不是題庫,而是從你的錯誤建立的測驗

Your marks are not lost evenly, so your practice is not spread evenly. Try this one.

從你的弱項開始CONGRUENCE
Two triangles have two pairs of equal sides and one pair of equal angles. When does this prove congruence?
這個答案的原因。 Why B. SAS requires the angle to be included between the two sides. When the angle is not included the data can describe two different triangles, which is the ambiguous case. RHS is a separate valid criterion for right angled triangles, so option C is too narrow rather than wrong in spirit.
長答題會按每一步的推理過程評分,而不只看最終數值。
涵蓋範圍

這位導師涵蓋的內容

School and introductory geometry, weighted toward the reasoning that carries the marks.

ANG
Angles and parallel lines
Which pairs are equal, and the reason to quote
TRI
Triangle congruence
SSS, SAS, ASA, RHS, and what each one needs
TRI
Triangle similarity
Ratio reasoning and scale factors
TRI
Pythagoras and its converse
Including three dimensional applications
QUAD
Quadrilaterals
Properties, and proving a shape is what you claim
CIRC
Circle theorems
Which theorem the diagram is set up for
CIRC
Tangents and chords
The theorems students most often skip
MEAS
Area, surface area and volume
Composite shapes and unit consistency
COORD
Coordinate geometry
Distance, midpoint, gradient and equations of lines
COORD
Circles in coordinates
Completing the square to find centre and radius
TRANS
Transformations
Reflection, rotation, translation, enlargement
PROOF
Writing a proof
Statement and reason, in an order that follows

Moving into trigonometry or coordinate work? Both build directly on this. Still shaky on the algebra used in coordinate geometry?

輸入問題拍下你的解題過程上傳課程資料帶來錄音內容線上測驗截圖來自 LMS 的作業
這是輔導,不只是聊天視窗

Four things a maths tutor does that a chat box does not

它了解你的學習歷程,不只是一個問題

下一次輔導會從你真正感到困難的步驟開始,而不是泛泛地重講整個主題。

它會畫出圖解,不只列出代數式

圖解會帶著標記與解題過程的每一步並列呈現,因為視覺化推理本身也能得到分數。

它會找出你自己解題過程中的第一行錯誤

拍下做錯的嘗試,它會找到解法最早偏離的步驟,接著講清這一步。

它依照你的課程方式檢驗理解

長答題需要依照你自己試卷的格式練習,而不是套用選擇題題庫。

為什麼這樣有效

Why the answer is the smallest part of the mark

Geometry questions award marks for the chain of reasons, not the conclusion, which is why a student who can see the answer instantly can still score two out of six. The tutor refuses to accept a claim without the reason attached.

Personal here means it remembers which reasons you cannot yet name. Seeing that two triangles are congruent and knowing which criterion to quote are separate skills, and only the second one is marked.

It tutors in English, German, Japanese, Korean, Spanish, Portuguese, Simplified Chinese and Traditional Chinese, and reads photographed diagrams.

常見問題

學生真正會問的問題

Does it just give me the proof?

No. It asks what the diagram actually tells you and builds the chain of reasons with you. Each walkthrough ends with a related configuration put back to you.

Can it read a photographed diagram?

Yes, including your own annotations and crossings out, which is the fastest way to ask about a marked question.

Does it cover circle theorems?

Yes, and it teaches you to identify which theorem the diagram was constructed for, which is the step most students skip.

Does it help with coordinate geometry?

Yes, including completing the square to find a circle's centre and radius, which is where algebra and geometry meet most often.

Can it check a proof I wrote?

Yes. It marks the first step that uses something not yet established, which is the most common way a true proof still loses marks.

Is using an AI geometry tutor allowed?

AskSia is built as a study aid, not an answer key. Check your own institution's policy before using any tool on graded work.

所有學科

全部 149 位 AskSia 導師

每個學科都採用同一種方式:針對你卡住的步驟給出提示,結合你自己的課程資料講解,最後再向你拋回一個問題。

健康相關課程

7

結合每個選項的理據,協助課程與執照準備。

學會解題方法。 把分數留下來。

把卡住的題目帶來。你的導師會先提示、陪你解題,然後再問你一題。

閱讀保證內容