The resultant force of 5 , N and 10 , N canno | vedclass

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(C) The resultant force $R$ of two vectors $A$ and $B$ lies in the range $|A - B| \le R \le |A + B|$.Given $A = 5 \, N$ and $B = 10 \, N$.The maximum

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$4$

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(C) The resultant force $R$ of two vectors $A$ and $B$ lies in the range $|A - B| \le R \le |A + B|$.Given $A = 5 \, N$ and $B = 10 \, N$.The maximum resultant force is $F_{\max} = 10 + 5 = 15 \, N$.The minimum resultant force is $F_{\min} = 10 - 5 = 5 \, N$.Therefore,the resultant force must be in the range $5 \, N \le R \le 15 \, N$.Since $4 \, N$ is less than the minimum possible resultant force of $5 \, N$,the resultant cannot be $4 \, N$.

The resultant force of $5 \, N$ and $10 \, N$ cannot be ........ $N$.

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