2024年陕西公务员行测特值法解数量关系题
本期为各位考生带来了2024年陕西公务员行测特值法解数量关系题。在行测考试中数量关系是必考的部分,主要是为了考察考生理解、把握事物间量化关系和解决数量关系问题的能力,涉及数据的分析、推理、判断、运算等。在考试中比较耗时间,往往会形成有时间就做,没时间就蒙的局面,所以这部分取得高分的考生很少,久而久之对数量关系这部分题目产生畏难情绪,其实有很多题型只要掌握一些答题技巧是可以在短时间内做出来的,例如特值法解题。陕西公务员考试网温馨提示考生阅读下文:
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)
相关文章
相关问题
一、特值法定义
特值就是利用特殊值解题的一种方法。当题干中某个量未知时,一般情况下,我们很多同学会将未知量设为未知数,例如x,y,z……,而特值法是将未知量设为某个符合题干要求的具体的数值,进而简化计算过程,快速得到正确答案。
二、应用环境
题干中出现“倍数”、“百分数”等文字描述时,所求为比例,且对应量未知。
三、小测验
【例1】一项工程,甲单独做要10天,乙单独做要15天完成。若甲、乙两人合作,需要多少天?
A.5
B.6
C.7
D.8
答案:B
【解析】方法一:设工程总量为X,则甲的工作效率为
,乙的工作效率为
,则甲乙两人合作的效率为
,所求为6天。
方法二:设工程总量为30(10、15的最小公倍数),则甲的工作效率为3,乙的工作效率为2,则甲乙两人合作的效率为3+2=5,所求为
。
两种方法比较而言,第二种方法相对更简单一些,做题也更快捷一些,这就是我们的特值法。
【例2】某商店购进一批篮球,定价为进价的125%,在售出进货量的20%后,商店决定打折促销。篮球全部卖完后,商家在该批篮球上总获利15%,问该商店这次促销价为定价的多少折?
A.8
B.8.5
C.9
D.9.5
答案:C
【解析】设进价为100,销量为10,所以定价为125,打x折后促销价为12.5x。梳理题干信息:
上述两个题型(工程问题、利润问题)都可以运用特值法解题,这种解题方法比利用方程解题快速便捷。运用特值法解题可以省去设未知数解题带来的运算上的麻烦,只要我们多加练习,善于总结,可以将特值法运用到更多的题型中去,起到事半功倍的作用。
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