Development of Engineering Applications of Algebra and Trigonometry Laboratory Course for Engineering Technology Students

Mohan A Ketkar, Suxia Cui
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Abstract

Solid foundation of math for engineering technology majors is very essential for success in upper level Engineering Technology courses. Assessment of TAC ABET program outcomes for several upper level engineering technology courses has indicated inadequate understanding and preparation of algebra and other math topics. Most of the time while presenting several math topics in a traditional math course, its relationship with engineering applications is not clearly presented. This creates a fear about math courses and as such students tend to keep distance from it. The perfunctory approach by the students affects them in the longer run. To address this problem a College-wide unified approach was decided. Three 1 credit hour laboratory courses for application of Algebra & Trigonometry, Calculus-I and Calculus-II were developed. The objective for development of these courses is to help students to improve understanding of math topics, build solid foundation, and develop interest in engineering and engineering technology career. Secondary effect of performing better in engineering major courses due to well preparedness in pre requisite math topics is also anticipated. In the laboratory course for Algebra & Trigonometry during regular semester students perform experiments based on selected topics from algebra and trigonometry. Experiments include measurement of volume of various shapes, flow rate, velocity, acceleration, observing physical phenomenon changing exponentially/logarithmically, and solving simultaneous equation of moving bodies.
工程技术类学生代数与三角实验课程的工程应用开发
工程技术专业学生扎实的数学基础是成功学习高级工程技术课程的必要条件。对几个高级工程技术课程的TAC ABET项目结果的评估表明,对代数和其他数学主题的理解和准备不足。在传统的数学课程中,当涉及到多个数学主题时,其与工程应用的关系往往没有得到明确的阐述。这造成了对数学课程的恐惧,因此学生倾向于与它保持距离。从长远来看,学生们的敷衍态度会影响他们。为了解决这个问题,学院决定采取统一的方法。开设了代数与三角、微积分i、微积分ii三门1学时的实验课程。这些课程的发展目标是帮助学生提高对数学主题的理解,打下坚实的基础,培养对工程和工程技术职业的兴趣。由于在必要的数学主题上有充分的准备,在工程专业课程中表现更好的次要效果也是预期的。在常规学期的代数和三角实验课程中,学生根据代数和三角的选定主题进行实验。实验包括测量各种形状的体积,流量,速度,加速度,观察物理现象的指数/对数变化,求解运动物体的联立方程。
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