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For the maximum profit, the number of colour TVs and VCRs that he should respectively stock are
It is given that the maximum cost is 12 lakhs
$$1200000 <= T \times 10000 + V \times 15000$$ (Where T is number of TV's and V is number of VCR's)
and as we know $$T+V = 100$$
By solving the above two equation, we will get v<=40
We have to keep the no. of VCRs as maximum, as they fetch higher profit than TV, so
$$T = 60$$
$$V = 40$$
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