Pie chart (1) shows investments of lakh rupees by four partners in a certain business. Pie Chart (2) shows number of hours worked for the business by each partner. The business earned a profit of $\text{Rs. }24\text{ lakh}$. Half of this profit is to be distributed between the 4 partners in proportion of investment and the rest in proportion of number of hours worked. How much will D get? (In lakh rupees)

Let's break down the total profit of $\text{Rs. }24\text{ lakh}$ into two equal halves of $12\text{ lakh}$ each:
1. **First Half ($\text{Rs. }12\text{ lakh}$) distributed based on Investment (Chart 1)**:
Looking at the legend sequence from top to bottom (A, B, C, D) corresponding to clockwise segments or values:
The shares are $15\%$ (for A), $25\%$ (for B), $40\%$ (for C), and $20\%$ (for D).

$$\text{D’s share from investment}=20\%\text{ of }12=\frac{20}{100}\times 12=2.4\text{ lakh}$$

2. **Second Half ($\text{Rs. }12\text{ lakh}$) distributed based on Hours Worked (Chart 2)**:
Looking at the values: $33\%$ (for A), $25\%$ (for B), $25\%$ (for C), and $17\%$ (for D).

$$\text{D’s share from hours worked}=17\%\text{ of }12=\frac{17}{100}\times 12=2.04\text{ lakh}$$

3. Total Share of D:

$$\text{Total profit received by D}=2.4+2.04=4.44\text{ lakh}$$