Question

5. A farmer has an increase of 12.5% in the output of wheat in his farm every year. This year, he produced 2916 quintals of wheat. What was his annual production of wheat 2 years ago? please give answer and take the thanks ❤️​

Answer 1

$\huge\boxed{\underline{\bf { \red S \green O \pink L \blue U \orange T \purple I \red O \pink N \green{..}}}}$

Let

• Wheat production before 2 years be x quintals

${\mathtt{Production \: after \: 1 \: yeaer = x + x \times \frac{ {\cancel 8}}{ {\cancel 100}}}}$

${\implies{\mathtt{\frac{27x}{25}}}}$

${\mathtt{Wheat \: production \: after \: 2 years \: = \frac{27x}{25} + \frac{27x}{25} \times \frac{ {\cancel 8}}{ {\cancel 100}}}}$

${:{\implies{\mathtt{ \frac{27x}{25} + \frac{54x}{625}}}}}$

${:{\implies{\tt{ \frac{27x \times 25 + 54 x}{625}}}}}$

${:{\implies{\tt{ \frac{675 \times + 54 x}{ 625}}}}}$

$:\implies \tt \frac{729x}{625}$

According to Question :-

${\implies{\tt{ \frac{{\cancel 729}}{625} ={\cancel 2187}}}}$

${\pink{\boxed {\LARGE{\tt{\red{ x =1875 }}}}}}$

Answer 2

Answer:

I hope you got your answer ⬆️⬆️⬆️⬆️