心智圖資源庫 二次根式
本章是平方根與立方根和整式與分式的進級, 本內容詳細說明里分母有理化,最簡二次根式,同類二次根式的應用。
編輯於2024-03-08 18:30:51This is a mind map about bacteria, and its main contents include: overview, morphology, types, structure, reproduction, distribution, application, and expansion. The summary is comprehensive and meticulous, suitable as review materials.
This is a mind map about plant asexual reproduction, and its main contents include: concept, spore reproduction, vegetative reproduction, tissue culture, and buds. The summary is comprehensive and meticulous, suitable as review materials.
This is a mind map about the reproductive development of animals, and its main contents include: insects, frogs, birds, sexual reproduction, and asexual reproduction. The summary is comprehensive and meticulous, suitable as review materials.
This is a mind map about bacteria, and its main contents include: overview, morphology, types, structure, reproduction, distribution, application, and expansion. The summary is comprehensive and meticulous, suitable as review materials.
This is a mind map about plant asexual reproduction, and its main contents include: concept, spore reproduction, vegetative reproduction, tissue culture, and buds. The summary is comprehensive and meticulous, suitable as review materials.
This is a mind map about the reproductive development of animals, and its main contents include: insects, frogs, birds, sexual reproduction, and asexual reproduction. The summary is comprehensive and meticulous, suitable as review materials.
二次根式
①二次根式有意義 ②二次根式的雙重非負性 ③國中範圍內非負性綜合 ④根據非負性化簡求值
積的算術平方根
商的算術平方根
計算規則
乘除法則
加減法則
合併 ,-
最簡二次根式後判斷同類二次根式
被開方數的因數是整數,因式是整數
被開方數中不含開得盡方的因數或因式
①二次根式的混合運算 ②二次根式的分母有理化 ③化簡求值 ④二次根式的雙重非負性擴展及應用
同類二次根式
判斷同類二次根式
在二次根式的加減運算中可以合併成一項
解
例題
標註
例題
分母有理化
例題
例題
最簡二次根式
中被開方數不含分母
被開方數中不含能開得盡方的因數或因式