Problem 55560. Coefficient of Kinetic friction

Created by Tanya Kuruvilla

Solve Later

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<div style = "text-align: start; line-height: 20.44px; min-height: 0px; white-space: normal; color: rgb(0, 0, 0); font-family: Menlo, Monaco, Consolas, monospace; font-style: normal; font-size: 14px; font-weight: 400; text-decoration: none solid rgb(0, 0, 0); white-space: normal; "><div style="block-size: 156.8px; display: block; min-width: 0px; padding-block-start: 0px; padding-top: 0px; perspective-origin: 407px 78.4px; transform-origin: 407px 78.4px; vertical-align: baseline; "><div style="block-size: 42px; font-family: Helvetica, Arial, sans-serif; line-height: 21px; margin-block-end: 9px; margin-block-start: 2px; margin-bottom: 9px; margin-inline-end: 10px; margin-inline-start: 4px; margin-left: 4px; margin-right: 10px; margin-top: 2px; perspective-origin: 384px 21px; text-align: left; transform-origin: 384px 21px; white-space: pre-wrap; margin-left: 4px; margin-top: 2px; margin-bottom: 9px; margin-right: 10px; "><span style="block-size: auto; display: inline; margin-block-end: 0px; margin-block-start: 0px; margin-bottom: 0px; margin-inline-end: 0px; margin-inline-start: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; perspective-origin: 0px 0px; transform-origin: 0px 0px; "><span style="">A robot exerts a F1 lb. force horizontally on a W lb. crate across a concrete floor at a constant speed.</span></span><span style="block-size: auto; display: inline; margin-block-end: 0px; margin-block-start: 0px; margin-bottom: 0px; margin-inline-end: 0px; margin-inline-start: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; perspective-origin: 0px 0px; transform-origin: 0px 0px; "><span style="">  </span></span><span style="block-size: auto; display: inline; margin-block-end: 0px; margin-block-start: 0px; margin-bottom: 0px; margin-inline-end: 0px; margin-inline-start: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; perspective-origin: 0px 0px; transform-origin: 0px 0px; "><span style="">What is the coefficient of kinetic friction (to the nearest tenth) between the crate and the concrete floor?</span></span></div><div style="block-size: 105.8px; font-family: Helvetica, Arial, sans-serif; line-height: 21px; margin-block-end: 9px; margin-block-start: 2px; margin-bottom: 9px; margin-inline-end: 10px; margin-inline-start: 4px; margin-left: 4px; margin-right: 10px; margin-top: 2px; perspective-origin: 384px 52.9px; text-align: left; transform-origin: 384px 52.9px; white-space: pre-wrap; margin-left: 4px; margin-top: 2px; margin-bottom: 9px; margin-right: 10px; "><img class="imageNode" style="vertical-align: baseline" src="data:image/jpeg;base64,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" data-image-state="image-loaded"></div></div></div>

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Problem 55560. Coefficient of Kinetic friction

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