Problem 55390. Force and Motion 3

Created by Tanya Kuruvilla

Solve Later

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w:val=\"rId1\"/></w:customXmlPr></w:customXml></w:p></w:body></w:document>","relationship":[{"relationshipType":"http://schemas.mathworks.com/matlab/code/2013/relationships/image","target":"/media/image1.jpeg","relationshipId":"rId1"}]},{"partUri":"/media/image1.jpeg","contentType":"image/jpeg","content":"data:image/jpeg;base64,/9j/4AAQSkZJRgABAQEAYABgAAD/2wBDAAMCAgICAgMCAgIDAwMDBAYEBAQEBAgGBgUGCQgKCgkICQkKDA8MCgsOCwkJDRENDg8QEBEQCgwSExIQEw8QEBD/2wBDAQMDAwQDBAgEBAgQCwkLEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBD/wAARCABkALYDASIAAhEBAxEB/8QAHQAAAQQDAQEAAAAAAAAAAAAAAAECBggFBwkEA//EAFAQAAECBQICBAcLBgoLAAAAAAECAwAEBQYRByEIEhMxQVEJGSJWYdHSFBcYMjNXcXKTlJUVFjdigbJGUlNVZXWRkqGzJCY2QmRmg7G1wdP/xAAdAQABBAMBAQAAAAAAAAAAAAAAAgUHCAEDBgQJ/8QAPREAAQIEAwMHCQYHAAAAAAAAAQACAwQFEQYSIQcxQRMWUWFxkbEUFRc0Q3KBkqEIIjVUVdFCRFJiosHh/9oADAMBAAIRAxEAPwDqnBCEgbGE5hv6IEJ0JkQxbraRhSsRRrwnc1xIzVAsRnhsq1xNutTs6qtIt6eDL+ORroOkCVBRTkO+jv7IwXBu9LZDfENmAlXozCHHpjgdOVTwkVPmWJKcu/VGXfmdmWna+pC3DnHkpLmTv3RmKKjwmiKtIqcruqyQJlrmL1ZVyAc43VzOY5e/O3fCc7DxW3yOYO5h7iu6cxMy8s0t595CENpK1qUoAJSBkk9wAiK++7piOq/aFj0TzfrirVRTLztyzlxLfMzUHLtdl1zaJpSwpIaWlTY5VchTnI5cYjRDTbXRIBQj4o/3RHYYZw0yvB5c/La3C6jbHONImEDDDYebNff1WXRv33dMfPyhffm/XB772mPn7QvvzfrjnL0Tf8m3/cEHRN/ybf8AdEdX6N4I9se5R56ao/5cd5XRr33tMfPyhffm/XH3kdT9O6lOsyEhetGfmZhYbZabnEKW4s9SQM7k90c3g22OtCf7oiWaSto99K0ylCRisS2/KP40eOe2fwpSXfHEUnKCd3QE4Uva7GqE5DlXS4GYgXuV0fR8WHQxoYQIfEZqcxuRBDedPfCdIjOOaBZT4IbzozjMLkGBCWCCCBCIIIIEIggggQvnzbDPXiI3qHf1t6ZWdU73uucErS6UyXn19Zx2JA7STgAdpIiSYwCM9kVa8IxRLgrHDpPPUMOqaptRlJ2eQ3kkyySoKJA6wlSkKP0Z2xGqYeYcJz2DUApyo0nDn6hBloxs1zgCeolUv1x469YdVajMyls1eYtG3ipSGpWRcxMuIzjLrw3yR2JwBFdJ+p1KqPKfqk/NTris5cmX1OqOfSonMfAjYkYB7hDSSU7nqiOo85GjuJe4q5tHw7TKTLthSkJo0321PxSFKSrIQn+wQ49Fggtp/YIbjI2/7wYOI0co/Q3+qd3SsCxGQa9SvHwubaC2pgD/AGpm9v8AqvxHUfJo+qIkXC5n3hbTH/NM3/mvxHUfJo+qIs5ss9WidgXyo+0a3LV2j+53inGCAwRLZVaAiJbpL+lC0/64lv3oiWIlukv6UbSHfWJb96Gus/h8b3T4J9w1+LS/vjxXRxv4g+iFzviGJVhIEKDvmK2lXaG5Yi8KhNUe1KzVZFaUTEnT5mYaUpPMAtDSlJJHaMgbRSfhP4jdbda9OK7cMjrXatx3e3brM8aJP2LOUqVoryncKcXOIwieAQlWENYClEZUkAxeKtUpmt0ieo0y6tDU/LOyy1IxzJS4gpJGQRnCu2NY0vh5lLd4fqXw/wBp6k3dQZOkSDNOlq7IPsIqaWm18xHMptTY5hlBwj4p2wd4QQbG3wSriyXhT1CuXVXh7sbUG8ZqXmK1WqYJidcYYSy2tzpFJylCdk7JGwjbaY1Xw76DSvDvYw0+peoV0XRS5dwGQFddYWqQaCcdCz0LaAG85VggnJO8bT2GMRscbu03JA00T4Ibz/R/bCFfojCUnwR8i+kKKSNx6YcHM9n0wLF7J8EN5h3QQLO9HLtHiq9LkKxTn6bUpVqZlpltTTzTqeZC0KGFBQ7QQcYj3YEBSCMQWvoVlri03abELnxrn4NBycqU1X9D60xKNvKU6qi1FZ6Nsk5w07uUjuSoEDvxFYa5wbcSVvzHQT2mM26MnlcYmmFtqx+tzAZ9Edo1ISATy/TiKD+Ep4TeIbiPuCyKjou5LOyVGk5tielnawJLldW4lSFgKICspGMjcYhmmKJLTBzAWPUpJpG1Ou0qC2A4iI0bsw1HxVL6lw96z0iflKbUdPKkzMzx5ZdvLZ6Q5xsQogbnG8ZNPCzxCFYbb0rqilZ+KlxpRP0ALjHDwXXHgkECnU8BXxgLra3+nyoz+nfg0ON637+tuuVSXp8rKU6rSk1MPi6UKLbKHkKWQlKsnyQdh15jScPS9hZxTx6Z6uQQYTPr+6sjoBbddtDSO37Yualv02qU+7JtuZlXxhxpXSPnBA9BBiFo+TR9URZy6bPvdq7KyXLNq4kvzqmax+UORHuUSnI4rpOfmyNiBjlzkxWNHySD+qIm/ZowQmRoY4WVLNvE2+fmoM1EFi4uOicYIDBErKvCVIJ2hVXZP2C6xedJZYfnKI6idZbeBLa1oOQFYIOIb1xIdOqVTa3qBbdIrEizOSM3VGGX2Hk8yHUFW6VDtENVav5vjWNvunwXSYReyFW5V8VuZoe0kdIv0pnjIdZe22LX/Yy77cHjItZvNm2PsXfbi8bfDroUoZ96a1xk7Yp7fqh3wctC/mntj8Pb9UVVMnPX0j2+C+lLMV4NDQDST86o0fCR6zH+DNsfYu+3C+Mj1m82LX+xd9uLyfBy0K+ae2Pw9v1Qh4c9CgCfentj8Pb9UHkc/wDmPolc7MGfpJ+dUc8ZHrN5sWv9i77cHjI9ZvNi1/sXfbi8R4ddCer3p7Y+n8nt+qFTw56FEnOk1sfh7fqgElPn+Y+iOdeDP0k/OqOeMj1m82LX+xd9uDxkes3V+bFr/Yu+3F5fg5aE/NPbH4c36oPg5aE/NPbH4c36oPIp/jH+iOdmDf0j/Nc97y47NY7x/JTyWKVSJijzqZ5h+RQtKlKAwULClEKQQSCIv1w9awv61acyd4zduzVImFK6B9DrZS044kbrZJ3Ug/4HbsjCXtwj6M3auky8vZ1KpErIz6ZubTISqWnJttKThkrTjCSev0CNyUyk02kSEvTKXJNSkpKtpaZZaTyIbQBslIHUBHslIMzBJ5eJmHZZc5ies0GpwIbKTJcg8HU5r3XoGc7wQ/lHdBHtK4waJYIIRRwkmBYQcHYx55ybk6dLLm52ZZlpdpPM466sIQkelR2AjC3bfFqWJItz901piQaeX0TIVlTjq8Z5UISCpZxvgA7RV/jYrlA4hOHW49LdPboXK12pPSbzCpynzzDK0tTCHFoUsNeSClJG+RHhmKnJyj8keK1p6yAt0OXixRmY0kditGm+7Lxk3fQ/xBn2oQ3zZROfzuom/wDSLPtRwWqnAlrlISDk6msUKdLQ5uglpmdW6vcDyUlgZO/fDKVwL641CSTPv1ih07JUFMzsxONuICSd1AMEAHrG/VGoVqnH27fmH7pRlI4/gPcV3pu12VmLLq0zLONuNu02YWhbagoKT0SsEEbEemOa7G7SM/xRE40ks02dZtlW/Ua1S65U6BJ0aRVUqbOKmGBlmZK223NspGQCCB1YwIgyPk0fVETHs1IcIz2m4NlX3bVcGWB6/wDScYIDBErKAUA4OYydt3CLSuCn3Z7jM0KNMJnywF8nSBoFRTzdmcYjGjEZmzaBJ3XdlHtmoLdRKVecbkny0oJWEOZSopJ6jgmGus6yEb3T4LocKhnnmWMS+XO29ui+q2Onwm1PSMe9RNfsqKfZhfGb0/5qJr8ST7MTtPg5tDFDIqFyD0GcT7ML4uTQv+cLj++J9mKpPhVcuOR7bL6ay85s15JvKwI2awvY6X71BPGcyHzUTX4kn2Yxlz+EiZr1u1KiyWnM9ITE9KuMNTTdRSVMLUMBYwnOQd42f4ubQv8AnG5PvifZjF3N4O/SaTtypTduO3DNVZmVcXIsuTqeVx8J8hJ26icRr5Ks8Ht7l6GTmzHMLwI9u3/q9nCPxfMapNSmnmoEwli62m+jlpk7IqSUj/B0AbjqPWIte0cncnOIr9wv8KdA0NpDdZrKGalds61/pU2RzJlQetlrPYOoq7ezAiwaE8p26oeJcRRDHLn73Uo0xG+lxKjEfR2lsA7gd6fBBBG9MiQpSTkgQsEEYshEEEEZQiGq6odCKOBmBCrprSouauSKFjPuS3ekYzv0a3JpYWodxIQnJ9AiN5JG6lfsiSazHOr7GPNpvs/4t2I1nO6vJime1iK84ljNzaAD4KWMLtHm9ht0pQVDqWr+2F5lg55ldXfDcp7yYUkYwIjZkWKCNSuhLAeC1RaTEvLahX+zLNIabN5UlzlQnCeZdL51EDsJUpRPpJjXKPk0fVEbJtkY1Gv7PnfRv/FCNbI+TR9UR9Sth7i6iMLv6GeCozt9aGzsIDpcnGCAwROJVdAgY64lmk2+qNpf1xLfvRE4lmkv6ULS/riW/ehrrQBp8b3T4J8w3rVpf3x4ro4gHlGDDsHvhG/iD6IdFbSrtjcvLUKhKUqRmKlPvhqWlGlvvOEEhCEJKlHA3O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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: 157px; display: block; min-width: 0px; padding-block-start: 0px; padding-top: 0px; perspective-origin: 407px 78.5px; transform-origin: 407px 78.5px; 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="">Two robots push on a large object in the same direction.</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="">One robot pushes with a force of F1 Newtons and the other with a force of F2 Newtons.</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="">Determine the Net force on the object.</span></span></div><div style="block-size: 106px; 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 53px; text-align: left; transform-origin: 384px 53px; 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 55390. Force and Motion 3

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Problem 55390. Force and Motion 3

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