问题
解答题
计算 (1)log2[log3(log5125)] (2)(2a
|
答案
(1)对于式子log2[log3(log5125)],需要一步一步求解,
因为:log5125=3,故原式=log2(log33)=log21=0.
故答案为0.
(2)对式子(2a
b2 3
)(-6a1 2
b1 2
)÷(-3a1 3
b1 6
)=2×(-6)÷(-3)(a5 6
a2 3
÷a1 2
)(b1 6
b1 2
÷b1 3
)=4a5 6
故答案为4a.