3m/5=6
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Takin m = x
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⇒3m/5 = 6
⇒m=6×5/3
⇒m=10
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To find the value of m, a variable, you have to shift the constants of the RHS and keep the variables in the LHS.
Here, taking m in the LHS and shifting 3/5, which was being multiplied here and taking it to the other side causing it to be divided and thus reciprocated there.
Solving it we get m=10.
________________________.
⇒ 1/2y=4
= y=4×2
= y=8
_________.
⇒ 4/3x×12=24
= x=24×3/12×4
= x=1.5
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⇒ 5y=45
= y=45/5
= y=9
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⇒ 2x-5=25
= 2x=25+5
= x=30/2
= x=15
_________________________.
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