(单选题)
按照《室内装饰装修材料胶粘剂中有害物质限量》A水
B乙酸乙酯
CN,N-二甲基甲酰胺
D氯仿
正确答案
![来源:www.examk.com](data:image/png;base64,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)
答案解析
略
A水
B乙酸乙酯
CN,N-二甲基甲酰胺
D氯仿
正确答案
答案解析
略
相似试题
(简答题)
按照《室内装饰装修材料胶粘剂中有害物质限量》(GB18583—2001)检测有害物质含量时,应如何取样?
(单选题)
按照《室内装饰装修材料胶粘剂中有害物质限量》(GBl8583--2001)规定,()需要检测甲苯二异氰酸酯。
(简答题)
简述按照《室内装饰装修材料胶粘剂中有害物质限量》(GB18583—2001)进行检测时,应如何判定检测结果是否合格?
(单选题)
按照《室内装饰装修材料胶粘剂中有害物质限量》(GB18583—2001)中气相色谱法测定胶粘剂中苯含量时,称取试样时需精确至()。
(判断题)
按照《室内装饰装修材料胶粘剂中有害物质限量》(GB18583--2001)中气相色谱法测定胶粘剂中苯含量时,苯标准溶液需用优级纯试剂配制。
(单选题)
按照《室内装饰装修材料胶粘剂中有害物质限量》(GB18583—2001)中气相色谱法测定胶粘剂中游离甲苯二异氰酸酯含量时,所用的内标物为()。
(单选题)
按照《室内装饰装修材料地毯、地毯衬垫及地毯胶粘剂中有害物质限量》(GB18587—2001)采用酚试剂分光光度法测定甲醛时,采样吸收液为()。
(判断题)
按照《室内装饰装修材料胶粘剂中有害物质限量》(GB18583—2001)乙酰丙酮分光光度法测定游离甲醛时,甲醛标准贮备液是用碘量法进行标定的。
(判断题)
按照《室内装饰装修材料胶粘剂中有害物质限量》(GB18583—2001)乙酰丙酮分光光度法测定胶粘剂中游离甲醛时,溶解于水中的游离甲醛在酸性条件下随水蒸出。
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