Measusrement
If $A=BC$, with percentage errors $\Delta B\%=1\%$ and $\Delta C\%=1\%$, then $\Delta A\%$ is approximately:
A) $1\%$
B) $0\%$
C) $2\%$
D) $0\%$
If $A=BC$, with percentage errors $\Delta B\%=3\%$ and $\Delta C\%=5\%$, then $\Delta A\%$ is approximately:
A) $0\%$
B) $2\%$
C) $8\%$
D) $15\%$
If $A=BC$, with percentage errors $\Delta B\%=5\%$ and $\Delta C\%=1\%$, then $\Delta A\%$ is approximately:
A) $5\%$
B) $4\%$
C) $6\%$
D) $0\%$
If $A=BC$, with percentage errors $\Delta B\%=5\%$ and $\Delta C\%=3\%$, then $\Delta A\%$ is approximately:
A) $0\%$
B) $8\%$
C) $15\%$
D) $2\%$
If $A=BC$, with percentage errors $\Delta B\%=1\%$ and $\Delta C\%=10\%$, then $\Delta A\%$ is approximately:
A) $10\%$
B) $11\%$
C) $0\%$
D) $9\%$
If $A=BC$, with percentage errors $\Delta B\%=2\%$ and $\Delta C\%=1\%$, then $\Delta A\%$ is approximately:
A) $3\%$
B) $2\%$
C) $1\%$
D) $0\%$
If $A=BC$, with percentage errors $\Delta B\%=3\%$ and $\Delta C\%=2\%$, then $\Delta A\%$ is approximately:
A) $0\%$
B) $5\%$
C) $1\%$
D) $6\%$
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