.pf{position:relative;background-color:#fff;overflow:hidden;margin:0;border:0}.pc{position:absolute;border:0;padding:0;margin:0;top:0;left:0;width:100%;height:100%;overflow:hidden;display:block;transform-origin:0 0;-ms-transform-origin:0 0;-webkit-transform-origin:0 0}.t{position:absolute;white-space:pre;font-size:1px;transform-origin:0 100%;-ms-transform-origin:0 100%;-webkit-transform-origin:0 100%;unicode-bidi:bidi-override;-moz-font-feature-settings:"liga" 0}.t:after{content:''}.t:before{content:'';display:inline-block}.t span{position:relative;unicode-bidi:bidi-override}._{display:inline-block;color:transparent;z-index:-1}.pi{display:none}@media screen{.pf{margin:13px auto;box-shadow:1px 1px 3px 1px #333;border-collapse:separate}}.ff1{font-family:ff1;line-height:.967773;font-style:normal;font-weight:400;visibility:visible}.ff2{font-family:ff2;line-height:.975586;font-style:normal;font-weight:400;visibility:visible}@font-face{font-family:ff3;src:url(data:application/font-woff;base64,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) format("woff")}.ff3{font-family:ff3;line-height:.666504;font-style:normal;font-weight:400;visibility:visible}@font-face{font-family:ff4;src:url(data:application/font-woff;base64,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) format("woff")}.ff4{font-family:ff4;line-height:.67627;font-style:normal;font-weight:400;visibility:visible}.m1{transform:matrix(.309348,0,-.082887,.309348,0,0);-ms-transform:matrix(.309348,0,-.082887,.309348,0,0);-webkit-transform:matrix(.309348,0,-.082887,.309348,0,0)}.m0{transform:matrix(.320260,0,0,.320260,0,0);-ms-transform:matrix(.320260,0,0,.320260,0,0);-webkit-transform:matrix(.320260,0,0,.320260,0,0)}.ls2{letter-spacing:0}.ls1{letter-spacing:45.6px}.ls0{letter-spacing:53.916px}.sc0{text-shadow:-.015em 0 transparent,0 .015em transparent,.015em 0 transparent,0 -.015em transparent}@media screen and (-webkit-min-device-pixel-ratio:0){.sc0{-webkit-text-stroke:.015em transparent;text-shadow:none}}.ws2{word-spacing:-27.786749px}.ws0{word-spacing:-26.84px}.ws1{word-spacing:-15.312px}.ws3{word-spacing:0}._2{margin-left:-6.116px}._0{margin-left:-1.32px}._1{width:2.008000px}.fc0{color:#000}.fs0{font-size:44px}.fs1{font-size:45.552047px}.y2c{bottom:125.285865px}.y2b{bottom:143.989072px}.y2a{bottom:161.539341px}.y29{bottom:177.936673px}.y28{bottom:196.63988px}.y27{bottom:213.037212px}.y26{bottom:231.868523px}.y25{bottom:248.265855px}.y24{bottom:266.969062px}.y23{bottom:284.519332px}.y22{bottom:301.941497px}.y21{bottom:318.338829px}.y20{bottom:337.170140px}.y1f{bottom:353.567472px}.y1e{bottom:372.270679px}.y1d{bottom:388.668011px}.y1c{bottom:407.499322px}.y1b{bottom:423.896654px}.y1a{bottom:442.599861px}.y19{bottom:458.997193px}.y18{bottom:477.828504px}.y17{bottom:494.225836px}.y16{bottom:512.929043px}.y15{bottom:530.479312px}.y14{bottom:547.901477px}.y13{bottom:565.451747px}.y12{bottom:582.873912px}.y11{bottom:600.167973px}.y10{bottom:616.565305px}.yf{bottom:635.140408px}.ye{bottom:651.53774px}.yd{bottom:669.216114px}.yc{bottom:686.894487px}.yb{bottom:705.46959px}.ya{bottom:721.866922px}.y9{bottom:739.545296px}.y8{bottom:758.120398px}.y7{bottom:774.51773px}.y6{bottom:793.349041px}.y5{bottom:809.746373px}.y4{bottom:827.424747px}.y3{bottom:846.127954px}.y2{bottom:862.525286px}.y1{bottom:881.356597px}.y0{bottom:909.283303px}.h1{height:33.429688px}.h2{height:34.608880px}.h0{height:1014.58492px}.w0{width:783.997438px}.x0{left:92.363097px}.x3{left:115.421845px}.x4{left:138.480593px}.x1{left:140.145947px}.x2{left:145.142009px}.x5{left:161.539341px}.x6{left:184.598090px}.x7{left:543.161624px}.x8{left:622.073784px}

PHYS 1901 Study Guide - Final Guide: Oort Cloud, Helioseismology, Valles Marineris

Canada

Planetary Astronomy

Physics

PHYS 1901 Study Guide - Final Guide: Oort Cloud, Helioseismology, Valles Marineris

Get access

Related textbook solutions

Physics: Principles with Applications

Related Documents

PHYS 1901 Study Guide - Midterm Guide: Nicolaus Copernicus, Ecliptic, Orbital Period

Psychology 2134A/B Chapter Notes - Chapter 2: Profe, Dependent And Independent Variables, Root Mean Square

PSYA01H3 Study Guide - Final Guide: Scientific Literacy, Scientific Theory, Scientific Method