2 D MOTION Physics 111 YOU ARE ADDING

  • Slides: 15
Download presentation
2 -D MOTION Physics 111

2 -D MOTION Physics 111

YOU ARE ADDING VECTORS OF LENGTH OF 20 AND 40 UNITS. WHAT IS THE

YOU ARE ADDING VECTORS OF LENGTH OF 20 AND 40 UNITS. WHAT IS THE ONLY POSSIBLE RESULTANT MAGNITUDE? A)18 B) 37 C) 64 D) 100

ANSWER: 37 If scalar, Max value is 60 units If scalar, min value is

ANSWER: 37 If scalar, Max value is 60 units If scalar, min value is 20 �Says the value is a Vector, so have different directions �Has to be between 60 and 30 37 Is the only option that works

ADDING VECTORS Add the following vectors and determine the resultant. � 5. 0 m/s,

ADDING VECTORS Add the following vectors and determine the resultant. � 5. 0 m/s, 45 deg and 2. 0 m/s, 180 deg

MAG: 3. 85 AT 66. 5 DEGREES FROM –X AXIS

MAG: 3. 85 AT 66. 5 DEGREES FROM –X AXIS

 ADD THE FOLLOWING VECTORS AND DETERMINE THE RESULTANT. 3. 0 m/s, 45 deg

ADD THE FOLLOWING VECTORS AND DETERMINE THE RESULTANT. 3. 0 m/s, 45 deg and 5. 0 m/s, 135 deg and 2. 0 m/s, 60 deg

ANSWER: 7. 40 M/S @ 93. 2 DEGREES

ANSWER: 7. 40 M/S @ 93. 2 DEGREES

PROBLEM: During the Vector Addition lab, Mac and Tosh start at the classroom door

PROBLEM: During the Vector Addition lab, Mac and Tosh start at the classroom door and walk 40. 0 m, north, 32. 5 m east, 15. 5 m south, 68. 5 m west, and 2. 5 m, north. Determine the magnitude and direction of the resultant displacement of Mac and Tosh.

ANSWER: 45. 0 m, 36. 9° N

ANSWER: 45. 0 m, 36. 9° N

GIVEN THAT A + B = C, AND THAT LAL 2 + LBL 2

GIVEN THAT A + B = C, AND THAT LAL 2 + LBL 2 = LCL 2, HOW ARE VECTORSA AND B ORIENTED WITH RESPECT TO EACH OTHER? 1) they are perpendicular to each other 2) they are parallel and in the same direction 3) they are parallel but in the opposite direction 4) they are at 45° to each other 5) they can be at any angle to each other

ANSWER: THE ARE PERPENDICULAR Vectors satisfy the Pythagorean Theorem, with suggest they are a

ANSWER: THE ARE PERPENDICULAR Vectors satisfy the Pythagorean Theorem, with suggest they are a right triangle, where a and b would be perpendicular at a 90 degree angle

GIVEN THAT A + B = C, AND THAT LAL + = LCL ,

GIVEN THAT A + B = C, AND THAT LAL + = LCL , HOW ARE VECTORSA AND B LB L ORIENTED WITH RESPECT TO EACH OTHER? 1) they are perpendicular to each other 2) they are parallel and in the same direction 3) they are parallel but in the opposite direction 4) they are at 45° to each other 5) they can be at any angle to each other

ANSWER: PARALLEL BUT IN SAME DIRECTION The only time vector magnitudes will simply add

ANSWER: PARALLEL BUT IN SAME DIRECTION The only time vector magnitudes will simply add together is when the direction does not have to be taken into account

A CERTAIN VECTOR HASX AND Y COMPONENTS THAT ARE EQUAL IN MAGNITUDE. WHICH OF

A CERTAIN VECTOR HASX AND Y COMPONENTS THAT ARE EQUAL IN MAGNITUDE. WHICH OF THE FOLLOWING IS A POSSIBLE ANGLE FOR THIS VECTOR, IN A STANDARDX-Y COORDINATE SYSTEM? 1) 30° 2) 180° 3) 90° 4) 60° 5) 45°

ANSWER: 45 The angle of the vector is given by tan q = y/x.

ANSWER: 45 The angle of the vector is given by tan q = y/x. Thus, tan q = 1 in this case if x and y are equal, which means that the angle must be 45°.