御守 发表于 2022-3-10 20:11:10

《2020中级经济师考试资料之经济基础精讲班讲义第09章》...

课程名称:2020中级经济师考试资料之经济基础精讲班讲义第09章
百度网盘链接: https://pan.baidu.com/s/1XqoELJfSL_OcZEujvIHerg?pwd=zbte 提取码: zbte
资源目录:
2020中级经济师考试资料之经济基础精讲班讲义第09章
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2020中级经济师考试基础网课精讲班讲义第09章.pdf
2019中级经济师-经济基础-精讲班-10、第3章生产和成本理论-第1节生产者的组织形式和企业理论及第2节生产函数和生产曲线.pdf
2019中级经济师-经济基础-精讲班-09、第2章消费者行为分析-第3节消费者均衡和需求曲线-2.pdf
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