原式=[sin(90°-25°)+sin15°sin10°]/[sin(15°+10°)-cos15°cos(90°-10°)] =(cos25°+sin15°sin10°)/(sin15°cos10°+cos15°sin10°-cos15°sin10°) =[cos(15°+10°)+sin15°sin10°]/sin15°cos10 ...
〈sin65°+sin15°×sin10°〉/〈sin25°—cos15°×cos80°〉的值
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