Difference between revisions of "Resultant Force"
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: There is 4[[N]] up and the 7[[N]] down. | : There is 4[[N]] up and the 7[[N]] down. | ||
: 7[[N]] - 4[[N]] = 3[[N]]. | : 7[[N]] - 4[[N]] = 3[[N]]. | ||
− | : The resultant force is 3[[N]] down. | + | : The '''resultant force''' is 3[[N]] down. |
| style="height:20px; width:200px; text-align:left;" | | | style="height:20px; width:200px; text-align:left;" | | ||
: There is 4[[N]] left and the 3[[N]] right. | : There is 4[[N]] left and the 3[[N]] right. | ||
: 4[[N]] - 3[[N]] = 1[[N]]. | : 4[[N]] - 3[[N]] = 1[[N]]. | ||
− | : The resultant force is 1[[N]] left. | + | : The '''resultant force''' is 1[[N]] left. |
| style="height:20px; width:200px; text-align:left;" | | | style="height:20px; width:200px; text-align:left;" | | ||
: There is 6[[N]] up and the 6[[N]] down. | : There is 6[[N]] up and the 6[[N]] down. | ||
: 6[[N]] - 6[[N]] = 0[[N]]. | : 6[[N]] - 6[[N]] = 0[[N]]. | ||
− | : The resultant force up and down is 0[[N]]. | + | : The '''resultant force''' up and down is 0[[N]]. |
: There is 6[[N]] left and the 4[[N]] right. | : There is 6[[N]] left and the 4[[N]] right. | ||
: 6[[N]] - 4[[N]] = 2[[N]]. | : 6[[N]] - 4[[N]] = 2[[N]]. | ||
− | : The resultant force is 2[[N]] to the left. | + | : The '''resultant force''' is 2[[N]] to the left. |
|} | |} |