Exam 1: Units, Physical Quantities, and Vectors

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The shortest wavelength of visible light is approximately 400 nm. Express this wavelength in centimeters.

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Vector Vector    has a magnitude of 75.0 cm and points at 30° above the positive x-axis. Vector    has a magnitude of 25.0 cm and points along the negative x-axis. Vector    has a magnitude of 40.0 cm and points at 45° below the negative x-axis. (a) Determine the x and y components of Vector   . (b) Determine the x and y components of Vector   . (c) Determine the x and y components of Vector   . (d) Determine x and y components of the sum of these three vectors. (e) Determine the magnitude and direction of the sum of these three vectors. has a magnitude of 75.0 cm and points at 30° above the positive x-axis. Vector Vector    has a magnitude of 75.0 cm and points at 30° above the positive x-axis. Vector    has a magnitude of 25.0 cm and points along the negative x-axis. Vector    has a magnitude of 40.0 cm and points at 45° below the negative x-axis. (a) Determine the x and y components of Vector   . (b) Determine the x and y components of Vector   . (c) Determine the x and y components of Vector   . (d) Determine x and y components of the sum of these three vectors. (e) Determine the magnitude and direction of the sum of these three vectors. has a magnitude of 25.0 cm and points along the negative x-axis. Vector Vector    has a magnitude of 75.0 cm and points at 30° above the positive x-axis. Vector    has a magnitude of 25.0 cm and points along the negative x-axis. Vector    has a magnitude of 40.0 cm and points at 45° below the negative x-axis. (a) Determine the x and y components of Vector   . (b) Determine the x and y components of Vector   . (c) Determine the x and y components of Vector   . (d) Determine x and y components of the sum of these three vectors. (e) Determine the magnitude and direction of the sum of these three vectors. has a magnitude of 40.0 cm and points at 45° below the negative x-axis. (a) Determine the x and y components of Vector Vector    has a magnitude of 75.0 cm and points at 30° above the positive x-axis. Vector    has a magnitude of 25.0 cm and points along the negative x-axis. Vector    has a magnitude of 40.0 cm and points at 45° below the negative x-axis. (a) Determine the x and y components of Vector   . (b) Determine the x and y components of Vector   . (c) Determine the x and y components of Vector   . (d) Determine x and y components of the sum of these three vectors. (e) Determine the magnitude and direction of the sum of these three vectors. . (b) Determine the x and y components of Vector Vector    has a magnitude of 75.0 cm and points at 30° above the positive x-axis. Vector    has a magnitude of 25.0 cm and points along the negative x-axis. Vector    has a magnitude of 40.0 cm and points at 45° below the negative x-axis. (a) Determine the x and y components of Vector   . (b) Determine the x and y components of Vector   . (c) Determine the x and y components of Vector   . (d) Determine x and y components of the sum of these three vectors. (e) Determine the magnitude and direction of the sum of these three vectors. . (c) Determine the x and y components of Vector Vector    has a magnitude of 75.0 cm and points at 30° above the positive x-axis. Vector    has a magnitude of 25.0 cm and points along the negative x-axis. Vector    has a magnitude of 40.0 cm and points at 45° below the negative x-axis. (a) Determine the x and y components of Vector   . (b) Determine the x and y components of Vector   . (c) Determine the x and y components of Vector   . (d) Determine x and y components of the sum of these three vectors. (e) Determine the magnitude and direction of the sum of these three vectors. . (d) Determine x and y components of the sum of these three vectors. (e) Determine the magnitude and direction of the sum of these three vectors.

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A person on a diet loses 1.6 kg in a week. How many micrograms/second (μg/s) are lost?

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Add 3685 g and 66.8 kg and express your answer in milligrams (mg).

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Approximately how many times does an average human heart beat in a lifetime?

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Albert uses as his unit of length (for walking to visit his neighbors or plowing his fields) the albert (A), the distance Albert can throw a small rock. One albert is 92 meters. How many square alberts is equal to one acre? (1 acre = 43,560 ft2 = 4050 m2)

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If, in a parallel universe, π has the value 3.14149, express π in that universe to four significant figures.

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Vector Vector   has a magnitude 5.00 and points in a direction 40.0° clockwise from the negative y axis. What are the x and y components of vector   ) has a magnitude 5.00 and points in a direction 40.0° clockwise from the negative y axis. What are the x and y components of vector Vector   has a magnitude 5.00 and points in a direction 40.0° clockwise from the negative y axis. What are the x and y components of vector   ) )

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A plot of land contains 5.8 acres. How many square meters does it contain? [1 acre = 43,560 ft2]

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You walk 53 m to the north, then turn 60° to your right and walk another 45 m. Determine the direction of your displacement vector. Express your answer as an angle relative to east.

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What is the magnitude of the cross product of a vector of magnitude 2.00 m pointing east and a vector of magnitude 4.00 m pointing 30.0° west of north?

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The current definition of the standard second of time is based on

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The height of the ceiling in a typical home, apartment, or dorm room is closest to

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The angle between vector The angle between vector   = 2.00 î + 3.00 ĵ and vector   Is 45.0°. The scalar product of vectors   And   Is 3.00. If the x component of vector   Is positive, what is vector  ) = 2.00 î + 3.00 ĵ and vector The angle between vector   = 2.00 î + 3.00 ĵ and vector   Is 45.0°. The scalar product of vectors   And   Is 3.00. If the x component of vector   Is positive, what is vector  ) Is 45.0°. The scalar product of vectors The angle between vector   = 2.00 î + 3.00 ĵ and vector   Is 45.0°. The scalar product of vectors   And   Is 3.00. If the x component of vector   Is positive, what is vector  ) And The angle between vector   = 2.00 î + 3.00 ĵ and vector   Is 45.0°. The scalar product of vectors   And   Is 3.00. If the x component of vector   Is positive, what is vector  ) Is 3.00. If the x component of vector The angle between vector   = 2.00 î + 3.00 ĵ and vector   Is 45.0°. The scalar product of vectors   And   Is 3.00. If the x component of vector   Is positive, what is vector  ) Is positive, what is vector The angle between vector   = 2.00 î + 3.00 ĵ and vector   Is 45.0°. The scalar product of vectors   And   Is 3.00. If the x component of vector   Is positive, what is vector  ))

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The current definition of the standard meter of length is based on

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The current definition of the standard kilogram of mass is based on

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Vector Vector   = -3.00   + 3.00   And vector   = 3.00   + 4.00   ) What is vector   =   +   ? = -3.00 Vector   = -3.00   + 3.00   And vector   = 3.00   + 4.00   ) What is vector   =   +   ? + 3.00 Vector   = -3.00   + 3.00   And vector   = 3.00   + 4.00   ) What is vector   =   +   ? And vector Vector   = -3.00   + 3.00   And vector   = 3.00   + 4.00   ) What is vector   =   +   ? = 3.00 Vector   = -3.00   + 3.00   And vector   = 3.00   + 4.00   ) What is vector   =   +   ? + 4.00 Vector   = -3.00   + 3.00   And vector   = 3.00   + 4.00   ) What is vector   =   +   ? ) What is vector Vector   = -3.00   + 3.00   And vector   = 3.00   + 4.00   ) What is vector   =   +   ? = Vector   = -3.00   + 3.00   And vector   = 3.00   + 4.00   ) What is vector   =   +   ? + Vector   = -3.00   + 3.00   And vector   = 3.00   + 4.00   ) What is vector   =   +   ? ?

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Vector Vector   = -1.00 î + -2.00 ĵ and vector   = 3.00 î + 4.00 ĵ. What are the magnitude and direction of vector   = 3.00   + 2.00  ? = -1.00 î + -2.00 ĵ and vector Vector   = -1.00 î + -2.00 ĵ and vector   = 3.00 î + 4.00 ĵ. What are the magnitude and direction of vector   = 3.00   + 2.00  ? = 3.00 î + 4.00 ĵ. What are the magnitude and direction of vector Vector   = -1.00 î + -2.00 ĵ and vector   = 3.00 î + 4.00 ĵ. What are the magnitude and direction of vector   = 3.00   + 2.00  ? = 3.00 Vector   = -1.00 î + -2.00 ĵ and vector   = 3.00 î + 4.00 ĵ. What are the magnitude and direction of vector   = 3.00   + 2.00  ? + 2.00 Vector   = -1.00 î + -2.00 ĵ and vector   = 3.00 î + 4.00 ĵ. What are the magnitude and direction of vector   = 3.00   + 2.00  ??

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What is the value of π(8.104)2, written with the correct number of significant figures?

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If all the components of a vector are equal to 1, then that vector is a unit vector.

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