As per the question,
"q_1=30\\mu C"
"q_2=-40\\mu C"
"q_1" and "q_2" are at the origin and at "x=0.72m"
"q=42\\mu C"
q is at the x= 0.28m
acceleration ="10^5m\/sec"
Hence, the net force on the charge q,
"F_{net}=\\dfrac{q_1q}{4\\pi \\epsilon_o r_1^2}+\\dfrac{q_2q}{4\\pi \\epsilon_o r_2^2}"
"F_{net}=\\dfrac{9\\times 30\\times 42\\times 10^{-12}\\times 10^{9}}{0.28^2}+\\dfrac{9\\times 40\\times 42\\times 10^{-12}\\times 10^{9}}{0.44^2}"
"F_{net}=144.6+78"
"F_{net}=222.6N"
let the mass is m,
So, "F=ma"
"m=\\dfrac{222.6}{10^5}=222.6\\times 10^{-5}kg"
or,
"m=2.226gm"
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