Dot Net

4. ___________ plus 5. ___________ dot, stop 6. ___________ underscore 7. ___________ multiplied 8. ___________ forward slash 9. ___________ divided by 10. ___________ at a) @ b) / c) ~ d) : e) . f) _ g) + h) – i) x j) ÷ Symbol Name 11. __________ colon 12. ___________ tilde 13. ___________ minus 14. ___________ plus 15. ___________ dot, stop 16. ___________…

(2.00 h, 80 km). From the graphical point of view, the slope of the dashed line drawn from the origin to (t, x) represents the average velocity. 2. Average speed, as opposed to average velocity, relates to the total distance, as opposed to the net displacement. The distance D up the hill is, of course, the same as the distance down the hill, and since the speed is constant (during each stage of the motion) we have speed = D/t. Thus, the average speed is Dup + Ddown t up + t down …

(2.00 h, 80 km). From the graphical point of view, the slope of the dashed line drawn from the origin to (t, x) represents the average velocity. 2. Average speed, as opposed to average velocity, relates to the total distance, as opposed to the net displacement. The distance D up the hill is, of course, the same as the distance down the hill, and since the speed is constant (during each stage of the motion) we have speed = D/t. Thus, the average speed is Dup + Ddown t up + t down …

(2.00 h, 80 km). From the graphical point of view, the slope of the dashed line drawn from the origin to (t, x) represents the average velocity. 2. Average speed, as opposed to average velocity, relates to the total distance, as opposed to the net displacement. The distance D up the hill is, of course, the same as the distance down the hill, and since the speed is constant (during each stage of the motion) we have speed = D/t. Thus, the average speed is Dup + Ddown t up + t down …

(2.00 h, 80 km). From the graphical point of view, the slope of the dashed line drawn from the origin to (t, x) represents the average velocity. 2. Average speed, as opposed to average velocity, relates to the total distance, as opposed to the net displacement. The distance D up the hill is, of course, the same as the distance down the hill, and since the speed is constant (during each stage of the motion) we have speed = D/t. Thus, the average speed is Dup + Ddown t up + t down …

38 44 46 53 54 57 62 67 70 73 74 83 84 85 91 93 vii Chapter 1 Vector Analysis 1.1. 1.2. 1.3. 1.4. 1.5. 1.6. 1.7. 1.8. Scalars and Vectors Vector Algebra The Cartesian Coordinate System Vector Components and Unit Vectors The Vector Field The Dot Product The Cross Product Other Coordinate Systems: Circular Cylindrical Coordinates 1.9. The Spherical Coordinate System Chapter 2 Coulomb's Law and Electric Field Intensity 2.1. 2.2. 2.3. 2.4. 2.5. 2.6. The Experimental Law of…

(2.00 h, 80 km). From the graphical point of view, the slope of the dashed line drawn from the origin to (t, x) represents the average velocity. 2. Average speed, as opposed to average velocity, relates to the total distance, as opposed to the net displacement. The distance D up the hill is, of course, the same as the distance down the hill, and since the speed is constant (during each stage of the motion) we have speed = D/t. Thus, the average speed is Dup + Ddown t up + t down …

(2.00 h, 80 km). From the graphical point of view, the slope of the dashed line drawn from the origin to (t, x) represents the average velocity. 2. Average speed, as opposed to average velocity, relates to the total distance, as opposed to the net displacement. The distance D up the hill is, of course, the same as the distance down the hill, and since the speed is constant (during each stage of the motion) we have speed = D/t. Thus, the average speed is Dup + Ddown t up + t down …

(2.00 h, 80 km). From the graphical point of view, the slope of the dashed line drawn from the origin to (t, x) represents the average velocity. 2. Average speed, as opposed to average velocity, relates to the total distance, as opposed to the net displacement. The distance D up the hill is, of course, the same as the distance down the hill, and since the speed is constant (during each stage of the motion) we have speed = D/t. Thus, the average speed is Dup + Ddown t up + t down …

(2.00 h, 80 km). From the graphical point of view, the slope of the dashed line drawn from the origin to (t, x) represents the average velocity. 2. Average speed, as opposed to average velocity, relates to the total distance, as opposed to the net displacement. The distance D up the hill is, of course, the same as the distance down the hill, and since the speed is constant (during each stage of the motion) we have speed = D/t. Thus, the average speed is Dup + Ddown t up + t down …