可分解的

The polynomial x^2 + 5x + 6 is factorable into (x + 2)(x + 3).
这个多项式x^2 + 5x + 6可以因式分解为(x + 2)(x + 3)。
Determining if an equation is factorable can simplify the process of finding its solutions.
判断一个方程是否可因式分解能简化求解的过程。
The quadratic expression y = ax^2 + bx + c is factorable if it can be expressed as a product of binomials.
如果二次表达式y = ax^2 + bx + c能表示为两个二项式的乘积，那么它是可因式分解的。
Factoring strategies help identify whether a given expression is factorable or not.
因式分解策略有助于判断给定的表达式是否可因式分解。
Some polynomial equations appear complex but are surprisingly factorable with the right techniques.
有些多项式方程看似复杂，但运用恰当的技巧后却能惊人地被因式分解。
The teacher assigned problems that involved both factorable and unfactorable quadratic equations.
老师布置了作业，其中包含可因式分解和不可因式分解的二次方程。
Recognizing patterns, like the difference of squares, is crucial for identifying factorable expressions quickly.
认识模式，如平方差，对于快速识别可因式分解的表达式至关重要。
After factoring out the greatest common factor, the polynomial became more obviously factorable.
提取最大公因数后，多项式变得更加显然可因式分解。
It's important to attempt factoring before using the quadratic formula, as many quadratic equations are factorable.
在使用二次公式之前尝试因式分解是很重要的，因为许多二次方程都是可因式分解的。
The trinomial 6x^2 - x - 15 proved to be factorable once we found the correct pair of numbers whose product is -90 and sum is -1.
一旦找到乘积为-90且和为-1的正确数字对，三项式6x^2 - x - 15就被证明是可因式分解的。