{"id":1367,"date":"2018-02-26T20:35:41","date_gmt":"2018-02-26T20:35:41","guid":{"rendered":"https:\/\/courses.lumenlearning.com\/suny-osuniversityphysics\/?post_type=back-matter&p=1367"},"modified":"2018-02-26T20:35:41","modified_gmt":"2018-02-26T20:35:41","slug":"units","status":"publish","type":"back-matter","link":"https:\/\/courses.lumenlearning.com\/suny-osuniversityphysics\/back-matter\/units\/","title":{"raw":"Units","rendered":"Units"},"content":{"raw":"
Units Used in Physics (Fundamental units in bold)<\/span><\/caption>\n
Quantity<\/th>\nCommon Symbol<\/th>\nUnit<\/th>\nUnit in Terms of Base SI Units<\/th>\n<\/tr><\/thead>
Acceleration<\/td>\n$$\\overset{\\to }{a}$$<\/td>\nm\/s2<\/sup><\/td>\nm\/s2<\/sup><\/td>\n<\/tr>
Amount of substance<\/td>\nn<\/em><\/td>\nmole<\/strong><\/td>\nmol<\/td>\n<\/tr>
Angle<\/td>\n$$\\theta ,\\varphi $$<\/td>\nradian (rad)<\/td>\n\n<\/tr>
Angular acceleration<\/td>\n$$\\overset{\\to }{\\alpha }$$<\/td>\nrad\/s2<\/sup><\/td>\ns\u22122<\/sup><\/td>\n<\/tr>
Angular frequency<\/td>\n$$\\omega $$<\/td>\nrad\/s<\/td>\ns\u22121<\/sup><\/td>\n<\/tr>
Angular momentum<\/td>\n$$\\overset{\\to }{L}$$<\/td>\n$$\\text{kg}\u00b7{\\text{m}}^{2}\\text{\/s}$$<\/td>\n$$\\text{kg}\u00b7{\\text{m}}^{2}\\text{\/s}$$<\/td>\n<\/tr>
Angular velocity<\/td>\n$$\\overset{\\to }{\\omega }$$<\/td>\nrad\/s<\/td>\ns\u22121<\/sup><\/td>\n<\/tr>
Area<\/td>\nA<\/em><\/td>\nm2<\/sup><\/td>\nm2<\/sup><\/td>\n<\/tr>
Atomic number<\/td>\nZ<\/em><\/td>\n\n\n<\/tr>
Capacitance<\/td>\nC<\/em><\/td>\nfarad (F)<\/td>\n$${\\text{A}}^{2}\u00b7{\\text{s}}^{4}\\text{\/}\\text{kg}\u00b7{\\text{m}}^{2}$$<\/td>\n<\/tr>
Charge<\/td>\nq, Q, e<\/em><\/td>\ncoulomb (C)<\/td>\n$$\\text{A}\u00b7\\text{s}$$<\/td>\n<\/tr>
Charge density:<\/td>\n\n\n\n<\/tr>
\u00a0\u00a0\u00a0\u00a0Line<\/td>\n$$\\lambda $$<\/td>\nC\/m<\/td>\n$$\\text{A}\u00b7\\text{s\/m}$$<\/td>\n<\/tr>
\u00a0\u00a0\u00a0\u00a0Surface<\/td>\n$$\\sigma $$<\/td>\nC\/m2<\/sup><\/td>\n$$\\text{A}\u00b7{\\text{s\/m}}^{2}$$<\/td>\n<\/tr>
\u00a0\u00a0\u00a0\u00a0Volume<\/td>\n$$\\rho $$<\/td>\nC\/m3<\/sup><\/td>\n$$\\text{A}\u00b7{\\text{s\/m}}^{3}$$<\/td>\n<\/tr>
Conductivity<\/td>\n$$\\sigma $$<\/td>\n$$\\text{1\/}\\text{\u03a9}\u00b7\\text{m}$$<\/td>\n$${\\text{A}}^{2}\u00b7{\\text{s}}^{3}\\text{\/kg}\u00b7{\\text{m}}^{3}$$<\/td>\n<\/tr>
Current<\/td>\nI<\/em><\/td>\nampere<\/strong><\/td>\nA<\/td>\n<\/tr>
Current density<\/td>\n$$\\overset{\\to }{J}$$<\/td>\nA\/m2<\/sup><\/td>\nA\/m2<\/sup><\/td>\n<\/tr>
Density<\/td>\n$$\\rho $$<\/td>\nkg\/m3<\/sup><\/td>\nkg\/m3<\/sup><\/td>\n<\/tr>
Dielectric constant<\/td>\n$$\\kappa $$<\/td>\n\n\n<\/tr>
Electric dipole moment<\/td>\n$$\\overset{\\to }{p}$$<\/td>\n$$\\text{C}\u00b7\\text{m}$$<\/td>\n$$\\text{A}\u00b7\\text{s}\u00b7\\text{m}$$<\/td>\n<\/tr>
Electric field<\/td>\n$$\\overset{\\to }{E}$$<\/td>\nN\/C<\/td>\n$$\\text{kg}\u00b7\\text{m\/A}\u00b7{\\text{s}}^{3}$$<\/td>\n<\/tr>
Electric flux<\/td>\n$$\\text{\u03a6}$$<\/td>\n$$\\text{N}\u00b7{\\text{m}}^{2}\\text{\/}\\text{C}$$<\/td>\n$$\\text{kg}\u00b7{\\text{m}}^{3}\\text{\/A}\u00b7{\\text{s}}^{3}$$<\/td>\n<\/tr>
Electromotive force<\/td>\n$$\\epsilon $$<\/td>\nvolt (V)<\/td>\n$$\\text{kg}\u00b7{\\text{m}}^{2}\\text{\/A}\u00b7{\\text{s}}^{3}$$<\/td>\n<\/tr>
Energy<\/td>\nE,U,K<\/em><\/td>\njoule (J)<\/td>\n$$\\text{kg}\u00b7{\\text{m}}^{2}{\\text{\/s}}^{2}$$<\/td>\n<\/tr>
Entropy<\/td>\nS<\/em><\/td>\nJ\/K<\/td>\n$$\\text{kg}\u00b7{\\text{m}}^{2}{\\text{\/s}}^{2}\u00b7\\text{K}$$<\/td>\n<\/tr>
Force<\/td>\n$$\\overset{\\to }{F}$$<\/td>\nnewton (N)<\/td>\n$$\\text{kg}\u00b7{\\text{m\/s}}^{2}$$<\/td>\n<\/tr>
Frequency<\/td>\nf<\/em><\/td>\nhertz (Hz)<\/td>\ns\u22121<\/sup><\/td>\n<\/tr>
Heat<\/td>\nQ<\/em><\/td>\njoule (J)<\/td>\n$$\\text{kg}\u00b7{\\text{m}}^{2}{\\text{\/s}}^{2}$$<\/td>\n<\/tr>
Inductance<\/td>\nL<\/em><\/td>\nhenry (H)<\/td>\n$$\\text{kg}\u00b7{\\text{m}}^{2}{\\text{\/A}}^{2}\u00b7{\\text{s}}^{2}$$<\/td>\n<\/tr>
Length:<\/td>\n$$\\ell ,L$$<\/td>\nmeter<\/strong><\/td>\nm<\/td>\n<\/tr>
\u00a0\u00a0\u00a0\u00a0Displacement<\/td>\n$$\\text{\u0394}x,\\text{\u0394}\\overset{\\to }{r}$$<\/td>\n\n\n<\/tr>
\u00a0\u00a0\u00a0\u00a0Distance<\/td>\nd, h<\/em><\/td>\n\n\n<\/tr>
\u00a0\u00a0\u00a0\u00a0Position<\/td>\n$$x,y,z,\\overset{\\to }{r}$$<\/td>\n\n\n<\/tr>
Magnetic dipole moment<\/td>\n$$\\overset{\\to }{\\mu }$$<\/td>\n$$\\text{N}\u00b7\\text{J\/T}$$<\/td>\n$$\\text{A}\u00b7{\\text{m}}^{2}$$<\/td>\n<\/tr>
Magnetic field<\/td>\n$$\\overset{\\to }{B}$$<\/td>\n$$\\text{tesla}(\\text{T})=({\\text{Wb\/m}}^{2})$$<\/td>\n$$\\text{kg\/A}\u00b7{\\text{s}}^{2}$$<\/td>\n<\/tr>
Magnetic flux<\/td>\n$${\\text{\u03a6}}_{\\text{m}}$$<\/td>\nweber (Wb)<\/td>\n$$\\text{kg}\u00b7{\\text{m}}^{2}\\text{\/A}\u00b7{\\text{s}}^{2}$$<\/td>\n<\/tr>
Mass<\/td>\nm, M<\/em><\/td>\nkilogram<\/strong><\/td>\nkg<\/td>\n<\/tr>
Molar specific heat<\/td>\nC<\/em><\/td>\n$$\\text{J\/mol}\u00b7\\text{K}$$<\/td>\n$$\\text{kg}\u00b7{\\text{m}}^{2}{\\text{\/s}}^{2}\u00b7\\text{mol}\u00b7\\text{K}$$<\/td>\n<\/tr>
Moment of inertia<\/td>\nI<\/em><\/td>\n$$\\text{kg}\u00b7{\\text{m}}^{2}$$<\/td>\n$$\\text{kg}\u00b7{\\text{m}}^{2}$$<\/td>\n<\/tr>
Momentum<\/td>\n$$\\overset{\\to }{p}$$<\/td>\n$$\\text{kg}\u00b7\\text{m\/s}$$<\/td>\n$$\\text{kg}\u00b7\\text{m\/s}$$<\/td>\n<\/tr>
Period<\/td>\nT<\/em><\/td>\ns<\/td>\ns<\/td>\n<\/tr>
Permeability of free space<\/td>\n$${\\mu }_{0}$$<\/td>\n$${\\text{N\/A}}^{2}\\text{=}(\\text{H\/m})$$<\/td>\n$$\\text{kg}\u00b7{\\text{m\/A}}^{2}\u00b7{\\text{s}}^{2}$$<\/td>\n<\/tr>
Permittivity of free space<\/td>\n$${\\epsilon }_{0}$$<\/td>\n$${\\text{C}}^{2}\\text{\/N}\u00b7{\\text{m}}^{2}\\text{=}(\\text{F\/m})$$<\/td>\n$${\\text{A}}^{2}\u00b7{\\text{s}}^{4}\\text{\/kg}\u00b7{\\text{m}}^{3}$$<\/td>\n<\/tr>
Potential<\/td>\nV<\/em><\/td>\n$$\\text{volt}(\\text{V})=(\\text{J\/C})$$<\/td>\n$$\\text{kg}\u00b7{\\text{m}}^{2}\\text{\/A}\u00b7{\\text{s}}^{3}$$<\/td>\n<\/tr>
Power<\/td>\nP<\/em><\/td>\n$$\\text{watt}(\\text{W})=(\\text{J\/s})$$<\/td>\n$$\\text{kg}\u00b7{\\text{m}}^{2}{\\text{\/s}}^{3}$$<\/td>\n<\/tr>
Pressure<\/td>\np<\/em><\/td>\n$$\\text{pascal}(\\text{Pa})=({\\text{N\/m}}^{2})$$<\/td>\n$$\\text{kg\/m}\u00b7{\\text{s}}^{2}$$<\/td>\n<\/tr>
Resistance<\/td>\nR<\/em><\/td>\n$$\\text{ohm}(\\text{\u03a9})=(\\text{V\/A})$$<\/td>\n$$\\text{kg}\u00b7{\\text{m}}^{2}{\\text{\/A}}^{2}\u00b7{\\text{s}}^{3}$$<\/td>\n<\/tr>
Specific heat<\/td>\nc<\/em><\/td>\n$$\\text{J\/kg}\u00b7\\text{K}$$<\/td>\n$${\\text{m}}^{2}{\\text{\/s}}^{2}\u00b7\\text{K}$$<\/td>\n<\/tr>
Speed<\/td>\n$$\\nu $$<\/td>\nm\/s<\/td>\nm\/s<\/td>\n<\/tr>
Temperature<\/td>\nT<\/em><\/td>\nkelvin<\/strong><\/td>\nK<\/td>\n<\/tr>
Time<\/td>\nt<\/em><\/td>\nsecond<\/strong><\/td>\ns<\/td>\n<\/tr>
Torque<\/td>\n$$\\overset{\\to }{\\tau }$$<\/td>\n$$\\text{N}\u00b7\\text{m}$$<\/td>\n$$\\text{kg}\u00b7{\\text{m}}^{2}{\\text{\/s}}^{2}$$<\/td>\n<\/tr>
Velocity<\/td>\n$$\\overset{\\to }{v}$$<\/td>\nm\/s<\/td>\nm\/s<\/td>\n<\/tr>
Volume<\/td>\nV<\/em><\/td>\nm3<\/sup><\/td>\nm3<\/sup><\/td>\n<\/tr>
Wavelength<\/td>\n$$\\lambda $$<\/td>\nm<\/td>\nm<\/td>\n<\/tr>
Work<\/td>\nW<\/em><\/td>\n$$\\text{joule}(\\text{J})=(\\text{N}\u00b7\\text{m})$$<\/td>\n$$\\text{kg}\u00b7{\\text{m}}^{2}{\\text{\/s}}^{2}$$<\/td>\n<\/tr><\/tbody><\/table>","rendered":"\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n
Units Used in Physics (Fundamental units in bold)<\/span><\/caption>\n
Quantity<\/th>\nCommon Symbol<\/th>\nUnit<\/th>\nUnit in Terms of Base SI Units<\/th>\n<\/tr>\n<\/thead>\n
Acceleration<\/td>\n$$\\overset{\\to }{a}$$<\/td>\nm\/s2<\/sup><\/td>\nm\/s2<\/sup><\/td>\n<\/tr>\n
Amount of substance<\/td>\nn<\/em><\/td>\nmole<\/strong><\/td>\nmol<\/td>\n<\/tr>\n
Angle<\/td>\n$$\\theta ,\\varphi $$<\/td>\nradian (rad)<\/td>\n\n<\/td>\n<\/tr>\n
Angular acceleration<\/td>\n$$\\overset{\\to }{\\alpha }$$<\/td>\nrad\/s2<\/sup><\/td>\ns\u22122<\/sup><\/td>\n<\/tr>\n
Angular frequency<\/td>\n$$\\omega $$<\/td>\nrad\/s<\/td>\ns\u22121<\/sup><\/td>\n<\/tr>\n
Angular momentum<\/td>\n$$\\overset{\\to }{L}$$<\/td>\n$$\\text{kg}\u00b7{\\text{m}}^{2}\\text{\/s}$$<\/td>\n$$\\text{kg}\u00b7{\\text{m}}^{2}\\text{\/s}$$<\/td>\n<\/tr>\n
Angular velocity<\/td>\n$$\\overset{\\to }{\\omega }$$<\/td>\nrad\/s<\/td>\ns\u22121<\/sup><\/td>\n<\/tr>\n
Area<\/td>\nA<\/em><\/td>\nm2<\/sup><\/td>\nm2<\/sup><\/td>\n<\/tr>\n
Atomic number<\/td>\nZ<\/em><\/td>\n\n<\/td>\n\n<\/td>\n<\/tr>\n
Capacitance<\/td>\nC<\/em><\/td>\nfarad (F)<\/td>\n$${\\text{A}}^{2}\u00b7{\\text{s}}^{4}\\text{\/}\\text{kg}\u00b7{\\text{m}}^{2}$$<\/td>\n<\/tr>\n
Charge<\/td>\nq, Q, e<\/em><\/td>\ncoulomb (C)<\/td>\n$$\\text{A}\u00b7\\text{s}$$<\/td>\n<\/tr>\n
Charge density:<\/td>\n\n<\/td>\n\n<\/td>\n\n<\/td>\n<\/tr>\n
\u00a0\u00a0\u00a0\u00a0Line<\/td>\n$$\\lambda $$<\/td>\nC\/m<\/td>\n$$\\text{A}\u00b7\\text{s\/m}$$<\/td>\n<\/tr>\n
\u00a0\u00a0\u00a0\u00a0Surface<\/td>\n$$\\sigma $$<\/td>\nC\/m2<\/sup><\/td>\n$$\\text{A}\u00b7{\\text{s\/m}}^{2}$$<\/td>\n<\/tr>\n
\u00a0\u00a0\u00a0\u00a0Volume<\/td>\n$$\\rho $$<\/td>\nC\/m3<\/sup><\/td>\n$$\\text{A}\u00b7{\\text{s\/m}}^{3}$$<\/td>\n<\/tr>\n
Conductivity<\/td>\n$$\\sigma $$<\/td>\n$$\\text{1\/}\\text{\u03a9}\u00b7\\text{m}$$<\/td>\n$${\\text{A}}^{2}\u00b7{\\text{s}}^{3}\\text{\/kg}\u00b7{\\text{m}}^{3}$$<\/td>\n<\/tr>\n
Current<\/td>\nI<\/em><\/td>\nampere<\/strong><\/td>\nA<\/td>\n<\/tr>\n
Current density<\/td>\n$$\\overset{\\to }{J}$$<\/td>\nA\/m2<\/sup><\/td>\nA\/m2<\/sup><\/td>\n<\/tr>\n
Density<\/td>\n$$\\rho $$<\/td>\nkg\/m3<\/sup><\/td>\nkg\/m3<\/sup><\/td>\n<\/tr>\n
Dielectric constant<\/td>\n$$\\kappa $$<\/td>\n\n<\/td>\n\n<\/td>\n<\/tr>\n
Electric dipole moment<\/td>\n$$\\overset{\\to }{p}$$<\/td>\n$$\\text{C}\u00b7\\text{m}$$<\/td>\n$$\\text{A}\u00b7\\text{s}\u00b7\\text{m}$$<\/td>\n<\/tr>\n
Electric field<\/td>\n$$\\overset{\\to }{E}$$<\/td>\nN\/C<\/td>\n$$\\text{kg}\u00b7\\text{m\/A}\u00b7{\\text{s}}^{3}$$<\/td>\n<\/tr>\n
Electric flux<\/td>\n$$\\text{\u03a6}$$<\/td>\n$$\\text{N}\u00b7{\\text{m}}^{2}\\text{\/}\\text{C}$$<\/td>\n$$\\text{kg}\u00b7{\\text{m}}^{3}\\text{\/A}\u00b7{\\text{s}}^{3}$$<\/td>\n<\/tr>\n
Electromotive force<\/td>\n$$\\epsilon $$<\/td>\nvolt (V)<\/td>\n$$\\text{kg}\u00b7{\\text{m}}^{2}\\text{\/A}\u00b7{\\text{s}}^{3}$$<\/td>\n<\/tr>\n
Energy<\/td>\nE,U,K<\/em><\/td>\njoule (J)<\/td>\n$$\\text{kg}\u00b7{\\text{m}}^{2}{\\text{\/s}}^{2}$$<\/td>\n<\/tr>\n
Entropy<\/td>\nS<\/em><\/td>\nJ\/K<\/td>\n$$\\text{kg}\u00b7{\\text{m}}^{2}{\\text{\/s}}^{2}\u00b7\\text{K}$$<\/td>\n<\/tr>\n
Force<\/td>\n$$\\overset{\\to }{F}$$<\/td>\nnewton (N)<\/td>\n$$\\text{kg}\u00b7{\\text{m\/s}}^{2}$$<\/td>\n<\/tr>\n
Frequency<\/td>\nf<\/em><\/td>\nhertz (Hz)<\/td>\ns\u22121<\/sup><\/td>\n<\/tr>\n
Heat<\/td>\nQ<\/em><\/td>\njoule (J)<\/td>\n$$\\text{kg}\u00b7{\\text{m}}^{2}{\\text{\/s}}^{2}$$<\/td>\n<\/tr>\n
Inductance<\/td>\nL<\/em><\/td>\nhenry (H)<\/td>\n$$\\text{kg}\u00b7{\\text{m}}^{2}{\\text{\/A}}^{2}\u00b7{\\text{s}}^{2}$$<\/td>\n<\/tr>\n
Length:<\/td>\n$$\\ell ,L$$<\/td>\nmeter<\/strong><\/td>\nm<\/td>\n<\/tr>\n
\u00a0\u00a0\u00a0\u00a0Displacement<\/td>\n$$\\text{\u0394}x,\\text{\u0394}\\overset{\\to }{r}$$<\/td>\n\n<\/td>\n\n<\/td>\n<\/tr>\n
\u00a0\u00a0\u00a0\u00a0Distance<\/td>\nd, h<\/em><\/td>\n\n<\/td>\n\n<\/td>\n<\/tr>\n
\u00a0\u00a0\u00a0\u00a0Position<\/td>\n$$x,y,z,\\overset{\\to }{r}$$<\/td>\n\n<\/td>\n\n<\/td>\n<\/tr>\n
Magnetic dipole moment<\/td>\n$$\\overset{\\to }{\\mu }$$<\/td>\n$$\\text{N}\u00b7\\text{J\/T}$$<\/td>\n$$\\text{A}\u00b7{\\text{m}}^{2}$$<\/td>\n<\/tr>\n
Magnetic field<\/td>\n$$\\overset{\\to }{B}$$<\/td>\n$$\\text{tesla}(\\text{T})=({\\text{Wb\/m}}^{2})$$<\/td>\n$$\\text{kg\/A}\u00b7{\\text{s}}^{2}$$<\/td>\n<\/tr>\n
Magnetic flux<\/td>\n$${\\text{\u03a6}}_{\\text{m}}$$<\/td>\nweber (Wb)<\/td>\n$$\\text{kg}\u00b7{\\text{m}}^{2}\\text{\/A}\u00b7{\\text{s}}^{2}$$<\/td>\n<\/tr>\n
Mass<\/td>\nm, M<\/em><\/td>\nkilogram<\/strong><\/td>\nkg<\/td>\n<\/tr>\n
Molar specific heat<\/td>\nC<\/em><\/td>\n$$\\text{J\/mol}\u00b7\\text{K}$$<\/td>\n$$\\text{kg}\u00b7{\\text{m}}^{2}{\\text{\/s}}^{2}\u00b7\\text{mol}\u00b7\\text{K}$$<\/td>\n<\/tr>\n
Moment of inertia<\/td>\nI<\/em><\/td>\n$$\\text{kg}\u00b7{\\text{m}}^{2}$$<\/td>\n$$\\text{kg}\u00b7{\\text{m}}^{2}$$<\/td>\n<\/tr>\n
Momentum<\/td>\n$$\\overset{\\to }{p}$$<\/td>\n$$\\text{kg}\u00b7\\text{m\/s}$$<\/td>\n$$\\text{kg}\u00b7\\text{m\/s}$$<\/td>\n<\/tr>\n
Period<\/td>\nT<\/em><\/td>\ns<\/td>\ns<\/td>\n<\/tr>\n
Permeability of free space<\/td>\n$${\\mu }_{0}$$<\/td>\n$${\\text{N\/A}}^{2}\\text{=}(\\text{H\/m})$$<\/td>\n$$\\text{kg}\u00b7{\\text{m\/A}}^{2}\u00b7{\\text{s}}^{2}$$<\/td>\n<\/tr>\n
Permittivity of free space<\/td>\n$${\\epsilon }_{0}$$<\/td>\n$${\\text{C}}^{2}\\text{\/N}\u00b7{\\text{m}}^{2}\\text{=}(\\text{F\/m})$$<\/td>\n$${\\text{A}}^{2}\u00b7{\\text{s}}^{4}\\text{\/kg}\u00b7{\\text{m}}^{3}$$<\/td>\n<\/tr>\n
Potential<\/td>\nV<\/em><\/td>\n$$\\text{volt}(\\text{V})=(\\text{J\/C})$$<\/td>\n$$\\text{kg}\u00b7{\\text{m}}^{2}\\text{\/A}\u00b7{\\text{s}}^{3}$$<\/td>\n<\/tr>\n
Power<\/td>\nP<\/em><\/td>\n$$\\text{watt}(\\text{W})=(\\text{J\/s})$$<\/td>\n$$\\text{kg}\u00b7{\\text{m}}^{2}{\\text{\/s}}^{3}$$<\/td>\n<\/tr>\n
Pressure<\/td>\np<\/em><\/td>\n$$\\text{pascal}(\\text{Pa})=({\\text{N\/m}}^{2})$$<\/td>\n$$\\text{kg\/m}\u00b7{\\text{s}}^{2}$$<\/td>\n<\/tr>\n
Resistance<\/td>\nR<\/em><\/td>\n$$\\text{ohm}(\\text{\u03a9})=(\\text{V\/A})$$<\/td>\n$$\\text{kg}\u00b7{\\text{m}}^{2}{\\text{\/A}}^{2}\u00b7{\\text{s}}^{3}$$<\/td>\n<\/tr>\n
Specific heat<\/td>\nc<\/em><\/td>\n$$\\text{J\/kg}\u00b7\\text{K}$$<\/td>\n$${\\text{m}}^{2}{\\text{\/s}}^{2}\u00b7\\text{K}$$<\/td>\n<\/tr>\n
Speed<\/td>\n$$\\nu $$<\/td>\nm\/s<\/td>\nm\/s<\/td>\n<\/tr>\n
Temperature<\/td>\nT<\/em><\/td>\nkelvin<\/strong><\/td>\nK<\/td>\n<\/tr>\n
Time<\/td>\nt<\/em><\/td>\nsecond<\/strong><\/td>\ns<\/td>\n<\/tr>\n
Torque<\/td>\n$$\\overset{\\to }{\\tau }$$<\/td>\n$$\\text{N}\u00b7\\text{m}$$<\/td>\n$$\\text{kg}\u00b7{\\text{m}}^{2}{\\text{\/s}}^{2}$$<\/td>\n<\/tr>\n
Velocity<\/td>\n$$\\overset{\\to }{v}$$<\/td>\nm\/s<\/td>\nm\/s<\/td>\n<\/tr>\n
Volume<\/td>\nV<\/em><\/td>\nm3<\/sup><\/td>\nm3<\/sup><\/td>\n<\/tr>\n
Wavelength<\/td>\n$$\\lambda $$<\/td>\nm<\/td>\nm<\/td>\n<\/tr>\n
Work<\/td>\nW<\/em><\/td>\n$$\\text{joule}(\\text{J})=(\\text{N}\u00b7\\text{m})$$<\/td>\n$$\\text{kg}\u00b7{\\text{m}}^{2}{\\text{\/s}}^{2}$$<\/td>\n<\/tr>\n<\/tbody>\n<\/table>\n\n\t\t\t
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