'); (window.slotbydup=window.slotbydup || []).push({ id: '8096091', container: s, size: '580,90', display: 'inlay-fix' });})(); 例1、仔细观察已知条件的特殊性,然后要求的代数式提取公因式之后,就有ab和a-b,那...
'); (window.slotbydup=window.slotbydup || []).push({ id: '8096091', container: s, size: '580,90', display: 'inlay-fix' });})(); 三、合并同类型二次根式错误 例4计算:...
'); (window.slotbydup=window.slotbydup || []).push({ id: '8096091', container: s, size: '580,90', display: 'inlay-fix' });})(); 八、忽略有关性质成立的条件...
'); (window.slotbydup=window.slotbydup || []).push({ id: '8096091', container: s, size: '580,90', display: 'inlay-fix' });})();...
'); (window.slotbydup=window.slotbydup || []).push({ id: '8096091', container: s, size: '580,90', display: 'inlay-fix' });})();...
'); (window.slotbydup=window.slotbydup || []).push({ id: '8096091', container: s, size: '580,90', display: 'inlay-fix' });})(); 一元二次方程根的判别式 1.把△=b2-4ac叫做一元二次方程ax2+bx+c =0(a0)的根的判别式。 利用...
'); (window.slotbydup=window.slotbydup || []).push({ id: '8096091', container: s, size: '580,90', display: 'inlay-fix' });})(); 一元二次方程根与系数的关系: 1.定理:设一元二次方程ax2+bx+c=0(a0且b24ac0)的两个根分别...
'); (window.slotbydup=window.slotbydup || []).push({ id: '8096091', container: s, size: '580,90', display: 'inlay-fix' });})(); 练习1 解一元二次方程 1.用直接开方法解一元二次方程 ①x2+1=2②()(2x1)2=7③x236=0 ④()()(...
'); (window.slotbydup=window.slotbydup || []).push({ id: '8096091', container: s, size: '580,90', display: 'inlay-fix' });})(); 一元二次方程的定义及一般形式: 只含有一个未知数x,未知数的最高次数是2,且系数...
'); (window.slotbydup=window.slotbydup || []).push({ id: '8096091', container: s, size: '580,90', display: 'inlay-fix' });})(); 二、一元二次方程的特殊形式 (1)当b=0,c=0时,有:ax2=0,x2=0,x=0 (2)当b=0,00时,有:...