<section><h2><h3>การวัด</h3></h2><p><h3>Get Ready ฟีเจอร์ใหม่ของ TCASter App ฟีเจอร์ที่จะช่วยให้น้อง ๆ ได้ทบทวนบทเรียน สรุปสูตรสำคัญในการคิดคำนวณ รวมถึงรวมแบบทดสอบที่อ้างอิงจากการสอบจริง!!</h3></p></section><section><h2><h2>(PAT2 มี.ค. 59) ปริมาณในข้อใดสอดคล้องกับผลคูณต่อไปนี้(3 เมตร) × (4 เมตร/วินาที) × (5 เทสลา)</h2></h2><p><h2><img 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" /><br /></h2></p></section><section><h3><h2>(PAT2 มี.ค. 59) ปริมาณในข้อใดสอดคล้องกับผลคูณต่อไปนี้(3 เมตร) × (4 เมตร/วินาที) × (5 เทสลา)</h2></h3><p><h2><span style="background-color:transparent;color:#000000;"> </span></h2></p></section><section><h2><h2></h2><h4>เก่งมาก! </h4></h2><p></p></section><section><h3><h2>เกือบแล้ว! :grinning:</h2></h3><p><h2>คุณได้คะแนนเท่ากันค่าเฉลี่ย อีกนิดเดียว สู้เค้านะ!!</h2><h2>โหลดไฟล์เฉลยแบบละเอียดได้ข้างล่างนี้เลยย</h2><h2><br></h2><h2>ไฟล์เฉลย: <a href="http://bit.ly/39Qohkh" target="_blank" style="color: rgb(17, 85, 204);">http://bit.ly/39Qohkh</a></h2><p><br></p><p>แบบสอบถามความพึงพอใจ:<a href="http://bit.ly/2Vap3EE" target="_blank" style="background-color: rgb(255, 255, 255);"> http://bit.ly/2Vap3EE</a></p></p></section>