Solve 3/4(8p - 20) = 7
is it \(\dfrac{3}{4}(8p - 20) = 7\) or \(\dfrac{3}{4(8p - 20)} = 7\)?
the first one
ok... so you need to solve for p, which means you need to isolate the p on the one side. The first thing I woulld do is get rid of that pesky fraction. What could you multiply by on both sides of the equation, to eliminate the fraction?
i think the answer is 11/3 but im not sure
4/3
Yes, 4/3 will do it - or even just 4, then you don't get a fraction on the other side.
Well, you can always check your solution in the original equation. If it makes it a true statement, then that's the solution. One of the beauties of solving equations. :)
\[3(8p - 20) = 7\cdot4\]\[24p -60 = 28\]\[24p = 88\]\[p = \dfrac{88}{24}\]\[p = \dfrac{11}{3}\]
Looks like the right answer to me. What about it were you unsure about?
i just wanted to check my answer
okeydoke. \(\Large \checkmark\) :)
thanks!
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