forgottn how to do this: 42d+1=20d-1
collect your like tersm on each side and then solve for the variable. What do you get when you collect like terms?
22d = 0
right?
Not zero, check your right side. You need to bring the +1 over from the left side, crossing the bridge over the equal sign, forcing it to change signs. You are left with -1-1 which is not zero but -2. No wsolve for the variable.
okay so i done that ... but i dont think -2 can be divided by 22..so is that the answer
You will now have: \[42d+1=20d\] \[42d-20d=-1-1\] \[22d=-2\] \[d=\frac{ -2 }{ 22 }\] d=-1/11
If you want you can turn the fraction into a decimal but the fraction is acceptable to leave in its lowest terms. Yes, you can distribute the negative sign along with the value as you divide right through.
oh okay thanks man
np
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