sin(0). For each specific angle of inclination θof the plane, record the corresponding values of

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sin(0). For each specific angle of inclination \theta of the plane, record the corresponding values of $F_s$, $F_r$, $t$, and $h$ in Table 2. Calculate the input work $W_i$, the output work $W_o$, and the efficiency \% $\eta$ of the inclined plane for each angle of inclination. Repeat the procedure for the several different angles of inclination Questions 1. Consider the slant distance $d$ on the inclined plane and the \"drop distance\" $f$. Do you notice any relationship? Would the moving string need to be parallel to the ramp? 2. Plot (i) the applied force and (ii) efficiency as functions of the angle of inclination. 3. Why does the efficiency of the inclined plane increase as the angle of inclination increases?

          sin(0). For each specific angle of inclination \theta of the plane, record the corresponding values of $F_s$, $F_r$, $t$, and $h$ in Table 2. Calculate the input work $W_i$, the output work $W_o$, and the efficiency \% $\eta$ of the inclined plane for each angle of inclination. Repeat the procedure for the several different angles of inclination Questions 1. Consider the slant distance $d$ on the inclined plane and the \"drop distance\" $f$. Do you notice any relationship? Would the moving string need to be parallel to the ramp? 2. Plot (i) the applied force and (ii) efficiency as functions of the angle of inclination. 3. Why does the efficiency of the inclined plane increase as the angle of inclination increases?

sin(0). For each specific angle of inclination θof the plane, record the corresponding values of Fs, Fr, t, and h in Table 2. Calculate the input work Wi, the output work Wo, and the efficiency % η of the inclined plane for each angle of inclination. Repeat the procedure for the several different angles of inclination Questions 1. Consider the slant distance d on the inclined plane and the d̈rop distance$̈f. Do you notice any relationship? Would the moving string need to be parallel to the ramp? 2. Plot (i) the applied force and (ii) efficiency as functions of the angle of inclination. 3. Why does the efficiency of the inclined plane increase as the angle of inclination increases?

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