how do u solve 2x divided by 5 =14
\[\frac{ 2x }{ 5 }=14\]
what you need to do is isolate x, to do this you must "undo" everything that is being done to it
and do it to the other side
so first of all, 2x is being divided by 5, to undo this division, we can multiply it by 5
but everything we do to one side of an equation we need to do to the other side so that they remain equal
so we multiply 14 by 5 as well to get\[5 \times \frac{ 2x }{ 5} = 5 \times 14\]
the fives on the left side cancel and we can simplify the expression 5 x 14 to get 70, and now the equation is \[2x = 70\]
but x is not isolated, so we need to "undo" what is being done to it.
x is being multiplied by 2 so to undo that we divide by 2
\[\frac{ 2x }{ 2 } = \frac{ 70 }{ 2 }\]
the twos on the left cancel, and we can simplify the expression on the right to 35 leaving us with x = 35
thank you very much
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