For shown situation, what will be the magnitude of minimum force in newton that can be applied in any direction so that the resultant force is along east direction?
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The correct Answer is:
6
Let force be F so resultant is in east direction `4hati+3hatj+(5cos 37^(@)hati+5sin 37^(@)hatj)+vecF=kveci` `rArr 4hati+3hatj+4hati+3hatj+vecF=khatirArr8hati+6hatj+vecF=khati` `rArrvecF=(k-8)hati-6hatjrArrF=sqrt((k-8)^(2)+(6)^(2))rArrF_("min")=6N`.
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