- 心理学的一个选择题.人脑是产生心理的器官,它提供了心理产生的可能性,但如果没有( )的作用,心理活动就无法产生,因此说后
- 心理学概论多项选择题疑问:下列哪些例子证实了心理发展具有顺序性(\x05ABD
- 教育心理学一个选择题.去过几次小朋友的家 ,就能画出具体的路线图来,说明这个儿童的认知发展达到了( 形式运算)阶段..去过几次小朋友的家 ,就能画出具体的路线图来,认知发展到哪一阶
- 心理学选择题一家汽车维修店报告说他们维修的汽车有半数估计在10000元以下,在这个例子中,10000元代表( )A.平均数B.中数 C.众数 D.标准差
- 312心理学选择题一般多少分
心理学的一个选择题.人脑是产生心理的器官,它提供了心理产生的可能性,但如果没有( )的作用,心理活动就无法产生,因此说后
幼苗
心理学概论多项选择题疑问:下列哪些例子证实了心理发展具有顺序性(\x05ABD
幼苗
教育心理学一个选择题.去过几次小朋友的家 ,就能画出具体的路线图来,说明这个儿童的认知发展达到了( 形式运算)阶段..去过几次小朋友的家 ,就能画出具体的路线图来,认知发展到哪一阶
不同,第一个是设问,后面已经解释了前面的原因,第二个是反问,需要你去回答![](data:image/png;base64,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心理学选择题一家汽车维修店报告说他们维修的汽车有半数估计在10000元以下,在这个例子中,10000元代表( )A.平均数B.中数 C.众数 D.标准差
答案是平均数 a
312心理学选择题一般多少分
心理学专业基础综合312总分为300分。1、312统考心理学(1)心理学导论(2)发展与教育心理学(3)实验心理学(4)心理统计与测量2、试卷题型结构:单项选择题65小题,每小题2分,共130分。多项选择题10小题,每小题3分,共30分。简答题5小题,每小题10分,共50分。综合题3小题,每小题30分,共90分。