<p>I would know something about the multiproduct monopoly. In the case with independent demands and costs dependents, it is in the case with only 1 physical good sold out of 2 periods. For example (learning by doing).</p>
<p><span class="math-container">$$q_i = D_i(p_i); C_1(q_1); C_2(q_1,q2)$$</span>
with <span class="math-container">$$\frac{\partial C_2}{\partial q_1} &lt; 0$$</span></p>
<p>I want to write the maximization program assuming that there is a discount factor d.   But I have no idea how I can do it</p>
<p>Thanks in advance.</p>
<p>So I did it for the moment, but I'm not sure at all</p>
<p><span class="math-container">$$p_1D_1(p_1)-C_1(D_1(p_1))+\delta[p_2D_2(p_2)-C_2(D_2(p_2),D_1(p_1))]$$</span></p>

CC BY-SA 4.0
2021-03-11T11:01:57.767Z
Could you please show us your attempt first? Even if you don't know how it is usually done you can make an attempt
1muflon1
CC BY-SA 4.0
2021-03-12T12:21:48.803Z
so, Can I got a tip ?
victor
<microeconomics><self-study>
maximization program with a discount factor in monopoly with learning by doing
victor
# maximization program with a discount factor in monopoly with learning by doing

(Asked by: username_0 on 2021-03-11)

I would know something about the multiproduct monopoly. In the case with independent demands and costs dependents, it is in the case with only 1 physical good sold out of 2 periods. For example (learning by doing).

$$q\_i = D\_i(p\_i); C\_1(q\_1); C\_2(q\_1,q2)$$
with $$\frac{\partial C\_2}{\partial q\_1} < 0$$

I want to write the maximization program assuming that there is a discount factor d. But I have no idea how I can do it

Thanks in advance.

So I did it for the moment, but I'm not sure at all

$$p\_1D\_1(p\_1)-C\_1(D\_1(p\_1))+\delta[p\_2D\_2(p\_2)-C\_2(D\_2(p\_2),D\_1(p\_1))]$$

**Tags:** microeconomics, self-study
> **Comments:**
> **username_1**: Could you please show us your attempt first? Even if you don't know how it is usually done you can make an attempt  
> **username_0**: so, Can I got a tip ?  

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## 0 answers

