Question

solve 0.5m+1.5=0.25m_1.5

Answer 1

Here, answer is provided

Answer 2

$\huge{\bf{\underline{\red{Solution :}}}}$

⇒ If number or value in decimal or  fraction form then it is solved by changing them in Simple Fraction and multiply by least common Multiple .

$\implies \bold{\bf{0.5m + 1.5 = 0.25m - 15 }}$

[ Changing decimal fraction into simple fraction]

∴

$\implies \bold{\frac{5}{10}m + \frac{15}{10} = \bold{\frac{25}{100}m - \frac{15}{10}}}$

$\implies \bold{ 50m + 150 = 25m - 150 }$

[ By taking LCM 100 and multiplying both side , LCM 100 Because LCM of 10 and 100 is 100]

$\implies \bold{50m - 25m = -150 -150}$

$\implies \bold{25m = -300}$

$\implies \bold{ m = \frac{-300}{25}}$

m = -12  [ Answer]

[ If there is a variable in numerator and denominator in fraction so apply cross multiplication and solve ]