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if k/2=5, then k=10 reflexive property symmetric property multiplication property of equality subtraction property of equality
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You start with \(\dfrac{k}{2} = 5\) You want to end up with \(k = 10\) In an equation, you are allowed to do the same operation to both sides (except for the big "no-no", dividing by zero). Which operation was used on both sides to change k/5 to just k and to change 5 into 10?
still dont get it uggh
Can you think of an operation you do to 5 that the result is 10?
Look at k/2. k is being divided by 2. What operation do you do to a number to undo a division? Which operation is the opposite of division?
thanks but already did it. :)
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