Bowen Reeves
08/08/2024 · Middle School
3. Ishlab chiqarish funksiyasi berilgan \( Q=K^{\frac{1}{2}} L^{\frac{1}{2}} \cdot K=16 \) va \( L=9 \) resurslar majmuasidan o'tuvchi izokvanta chizilsin.
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Ishlab chiqarish funksiyasi \( Q = K^{\frac{1}{2}} L^{\frac{1}{2}} \) berilgan. \( K = 16 \) va \( L = 9 \) resurslar mavjud. Hisoblash natijasida \( Q = 12 \). Izokvanta tenglamasi \( Q = K^{\frac{1}{2}} L^{\frac{1}{2}} = 12 \) bo'lib, \( L = \frac{144}{K} \) shaklida ifodalanadi. \( K \) ning turli qiymatlari uchun \( L \) ni hisoblaymiz va izokvanta grafigini hosil qilamiz.
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