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Slope Calculations and Units $S\left(ox_{1}\bar{\square } $ $\dfrac {y^{1-0}} {11-+0}=\dfrac {002-0} {01-0}$ $\dfrac {00} {011}^{2}=Q.2m/s$ $g$ $op^{0}2=\dfrac {g_{2-d1}} {12^{-1p}}$ $2$ $\dfrac {0.054=002} {02-0.1}-0.3x$ $m1s$ $-$ $lope_{3}=\left(\dfrac {a^{3-8}} {13-y}^{2}$ $\dfrac {0.09-0054} {O.3-02}=0.36n$ $1s$ $-$ $\dfrac {1l3-0.09} {0.1-0,3}-0.3gnk_{s}$ $-$ s $9lo$ $β^{e}4=\dfrac {94-03} {4-13}$ $-0$ $Slo_{pg_{5}}=\dfrac {8^{5^{-0}}} {t_{5-1_{4}}}^{4}$ $\dfrac {0.15=0.129} {0.45-04}=0.42m$ $715$ Jeovide a becy umim ney of youre
10th-13th grade
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Qanda teacher - Rudrasen P
slope is different in all cases.....
so they all represent different lines