Which equation is correctly rewritten to solve for y?
12y + d = -19y + t
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the answer is that
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Given : 12y + d = -19y + t
To Find : Which equation is correctly rewritten to solve for y?
y = -7(t - d)
y = (t + d)/(-7)
y = 31(t - d)
y =( t-d )/ 31
Solution:
12y + d = -19y + t
Add 19y both sides
=> 12y + d + 19y = -19y + t + 19y
=> 12y + 19y + d = -19y + 19y + t
=> 31y + d = t
Subtract d from both sids
=> 31y + d - d = t - d
=> 31y = t - d
Divide both sides by 31
=> 31y / 31 = (t - d)/31
=> y = (t - d)/31
y = (t - d)/31
equation is correctly rewritten to solve for y
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