2025年课课练江苏七年级数学下册苏科版第9页答案
3.(1)$(-a)^{5}\div (-a)=$_______; (2)$4^{12}\div 4^{3}=$_______;
(3)$(-\frac{1}{2})^{4}\div (-\frac{1}{2})^{2}=$_______; (4)$-(-a)^{6}\div (-a)^{2}=$_______;
(5)$(-xy)^{7}\div (-xy)^{2}=$_______; (6)$(-2)^{8}\div (-2)^{6}=$_______.

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4.(1)$a^{6}\div a^{(\space)}=a^{2}$; (2)$a^{6}\div a^{2}=a\cdot a^{(\space)}$.

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5. 计算:
(1)$a^{9}\div a^{3}$; (2)$(-x)^{6}\div x$;
(3)$(-3)^{11}\div (-3)^{8}$; (4)$(\frac{1}{2})^{5}\div (-\frac{1}{2})$.

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6. 计算:
(1)$a^{5}\cdot a^{4}\div a^{2}$; (2)$a^{5}\div a^{4}\cdot a^{2}$;
(3)$(a + b)^{8}\div (a + b)^{4}$; (4)$(-x)^{8}\div (-x)^{3}\div (-x)^{2}$.

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7. 计算:
(1)$(x^{4})^{3}\div (-x^{2})^{3}\div (-x)^{3}$; (2)$(a - b)^{5}\div (b - a)^{2}$.

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8. 已知$x^{m}=2$,$x^{n}=5$($m$,$n$是正整数),求$x^{n - m}$的值.

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