1.1-bo'lim : Butun ko'rsatkichli darajalar (Amaliy mashqlar)

1–4 masalalar uchun: berilgan ifodaning qiymatini hisoblang va javobni darajasiz bitta son ko'rinishida yozing.

1. \( - {6^2} + 4 \cdot {3^2}\) Yechim
2. \(\displaystyle \frac{{{{\left( { - 2} \right)}^4}}}{{{{\left( {{3^2} + {2^2}} \right)}^2}}}\) Yechim
3. \(\displaystyle \frac{{{4^0} \cdot {2^{ - 2}}}}{{{3^{ - 1}} \cdot {4^{ - 2}}}}\) Yechim
4. \({2^{ - 1}} + {4^{ - 1}}\) Yechim

5–9 masalalar uchun: berilgan ifodani soddalashtiring va yakuniy javobni faqat musbat daraja ko'rsatkichlari bilan yozing.

1. \({\left( {2{w^4}{v^{ - 5}}} \right)^{ - 2}}\) Yechim
2. \(\displaystyle \frac{{2{x^4}{y^{ - 1}}}}{{{x^{ - 6}}{y^3}}}\) Yechim
3. \(\displaystyle \frac{{{m^{ - 2}}{n^{ - 10}}}}{{{m^{ - 7}}{n^{ - 3}}}}\) Yechim
4. \(\displaystyle \frac{{{{\left( {2{p^2}} \right)}^{ - 3}}{q^4}}}{{{{\left( {6q} \right)}^{ - 1}}{p^{ - 7}}}}\) Yechim
5. \({\left( {\displaystyle \frac{{{z^2}{y^{ - 1}}{x^{ - 3}}}}{{{x^{ - 8}}{z^6}{y^4}}}} \right)^{ - 4}}\) Yechim