化简cos(180°+a)乘以sin(a+360°)/sin(-a-180°)乘以cos(-180°-a)

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化简cos(180°+a)乘以sin(a+360°)/sin(-a-180°)乘以cos(-180°-a)
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化简cos(180°+a)乘以sin(a+360°)/sin(-a-180°)乘以cos(-180°-a)
化简cos(180°+a)乘以sin(a+360°)/sin(-a-180°)乘以cos(-180°-a)

化简cos(180°+a)乘以sin(a+360°)/sin(-a-180°)乘以cos(-180°-a)
cos(180°+a)乘以sin(a+360°)/sin(-a-180°)乘以cos(-180°-a)
=-cosa×sina/[sin(-a+180°)×cos(180°-a)]
=-cosa×sina/[sina×(-cosa)]
=1