A trader purchases blue paint and yellow paint at a price of Tk. 110 and Tk. 100 per liter respectively . He mixes blue and yellow paint at a ratio of 1:21 to make a certain paint of green color. He sells the green pair at a price of Tk. 120 per liter. If the trader makes a profit of Tk. 2000, how much yellow paint (in kg) did he use in the mixture? (Mixture)

$$\begin{gathered} Total SP=(50\times 48)+(50\times 48) = 4,800 \\ Total CP =(50\times \frac{48}{1.2})+(50\times \frac{48}{0.8})=5,000 \\ \therefore Net Loss = 5,000-4800=Tk 200 \mathit{a}\mathit{n}\mathit{s}\mathbf{.} \end{gathered}$$

Let, x number of students have more than 5 less than 9 marbles

Now, required condition is 5

10 students have less than 6 marbles: means at least 10 students have 5 marbles

4 students have more than 8 marbles: means 4 students have at least 9 marbles. 

Therefore, number of students have more 5 less than 9 marbles=25-(10+4)= 11 ans.

Let, 1^st day sail=y hours and 2^nd day= 7-y

According to the first condition, y-(7-Y)=3

y=5

So, 1^st day sail = 5 & 2^nd day said = 5-3= 2

Again, speed of 2^nd day and speed of 1^st day = x-5

According to the first condition, 

$$\begin{gathered} 2\times x+5\left(x-5\right)=59 \\ \Rightarrow 7x=59+25=84 \\ \therefore x=\frac{84}{7}=12 \\ {2}^{nd} day speed = 12 kmph \mathit{a}\mathit{n}\mathit{s}\mathbf{.} \end{gathered}$$