From the equation F=ma→(1)F=ma\to(1)F=ma→(1) ,
where F is the accelerating force and m is the mass of the object
F=m∗2.45NF=m*2.45 NF=m∗2.45N
Also considering the frictional force,
F′=μRF′=μ∗mg→(2)F'=\mu R\newline F'=\mu*mg\to(2)F′=μRF′=μ∗mg→(2)
From the balance of forces F'=F applied on the object
∵\because∵ F=F'
2.45m=μ∗m∗9.81μ=0.2492.45m=\mu*m*9.81 \newline \mu=0.2492.45m=μ∗m∗9.81μ=0.249
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