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k=3k/t solve for k
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since we already know what the first k =, which is k = 3k/t, we will solve for the k in 3k. k = 3k/t tk = 3k tk /3 = k
im sorry im confused
o sorry i ment v= k3/t
v= 3k/t
First we need to get rid of the fraction and we can do that by multiplying t to both sides. Note, the symbol * means to multiply. \( v = \frac{3}{t}k \) \( t*v = \frac{3}{t}k * t\) \( tv = 3k \) Next we need to get k by its self and we do that by dividing by three on each side of the equal sign \( tv = 3k \) \( \frac{tv}{3} = \frac{3k}{3} \) After dividing we have \( \frac{tv}{3} = k \) OR \( k = \frac{tv}{3} \)
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