2021年高一数学上册课时同步测试.pdf
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1、精品好资料欢迎下载高一数学第二学期周结一一、填空题1、sin0o+cos90o+tan180o_ _ 2、已知20,cos21)3cos(且,则3、已知tan,tan是方程230 xx的两根,则tan();4、00cos153sin15=5、若点 P(3,4)在角终边上,点 Q(1,2)在角的终边上,则sin()的值为。6、3tan15331tan153;7、0000sin200cos140cos160sin40=8、已知13sin(),(,)632,则sin;9、函数sincos1yxx的最大值为10、1tan,tan23,则tan11、已知sin2cos1m,则实数m的取值范围为12、已知
2、,均为锐角,15sin,cos()713,则cos13、均为锐角,且21coscos,21sinsin,则)t a n(的值为14、若tan2tan,则sin()sin()_ 二、解答题15、化简(1)000sin(60)2sin(60)3 cos(120)xxx(2)cos103sin10sin 20|精.|品.|可.|编.|辑.|学.|习.|资.|料.*|*|*|*|欢.|迎.|下.|载.第 1 页,共 6 页精品好资料欢迎下载16、(1)求值55cos50cos40cos35cos)10tan31(10cos50sin2(2)已知1tan,tan23,0,22求:的值|精.|品.|可.|
3、编.|辑.|学.|习.|资.|料.*|*|*|*|欢.|迎.|下.|载.第 2 页,共 6 页文档编码:CL8M5T3W1T10 HF2M2Q5J3D9 ZR4T3U5I9H4文档编码:CL8M5T3W1T10 HF2M2Q5J3D9 ZR4T3U5I9H4文档编码:CL8M5T3W1T10 HF2M2Q5J3D9 ZR4T3U5I9H4文档编码:CL8M5T3W1T10 HF2M2Q5J3D9 ZR4T3U5I9H4文档编码:CL8M5T3W1T10 HF2M2Q5J3D9 ZR4T3U5I9H4文档编码:CL8M5T3W1T10 HF2M2Q5J3D9 ZR4T3U5I9H4文档编码:CL
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9、R4T3U5I9H4文档编码:CL8M5T3W1T10 HF2M2Q5J3D9 ZR4T3U5I9H4文档编码:CL8M5T3W1T10 HF2M2Q5J3D9 ZR4T3U5I9H4文档编码:CL8M5T3W1T10 HF2M2Q5J3D9 ZR4T3U5I9H4文档编码:CL8M5T3W1T10 HF2M2Q5J3D9 ZR4T3U5I9H4文档编码:CL8M5T3W1T10 HF2M2Q5J3D9 ZR4T3U5I9H4精品好资料欢迎下载17、(1)已知345,sin(),cos()24513,求cos 2、sin 2、的值。(2)设35cos(),sin()25213,且,0,22求s
10、in2的值18、已知向量(cos,sin)a,(cos,sin)b,2 55ab.|精.|品.|可.|编.|辑.|学.|习.|资.|料.*|*|*|*|欢.|迎.|下.|载.第 3 页,共 6 页文档编码:CL8M5T3W1T10 HF2M2Q5J3D9 ZR4T3U5I9H4文档编码:CL8M5T3W1T10 HF2M2Q5J3D9 ZR4T3U5I9H4文档编码:CL8M5T3W1T10 HF2M2Q5J3D9 ZR4T3U5I9H4文档编码:CL8M5T3W1T10 HF2M2Q5J3D9 ZR4T3U5I9H4文档编码:CL8M5T3W1T10 HF2M2Q5J3D9 ZR4T3U5I
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16、M2Q5J3D9 ZR4T3U5I9H4文档编码:CL8M5T3W1T10 HF2M2Q5J3D9 ZR4T3U5I9H4文档编码:CL8M5T3W1T10 HF2M2Q5J3D9 ZR4T3U5I9H4文档编码:CL8M5T3W1T10 HF2M2Q5J3D9 ZR4T3U5I9H4文档编码:CL8M5T3W1T10 HF2M2Q5J3D9 ZR4T3U5I9H4文档编码:CL8M5T3W1T10 HF2M2Q5J3D9 ZR4T3U5I9H4文档编码:CL8M5T3W1T10 HF2M2Q5J3D9 ZR4T3U5I9H4精品好资料欢迎下载()求cos()的值;()若02,02,且5sin
17、13,求sin.19、已知函数)0,0)(cos()sin(3)(xxxf,()若函数)(xfy图象的两相邻对称轴间的距离为2,且它的图象过)1,0(点,求函数)(xfy的表达式;()将()中的函数)(xfy的图象向右平移6个单位后,再将得到的图象上各点的横坐标伸长到原来的4 倍,纵坐标不变,得到函数)(xgy的图象,求函数)(xgy的单调递增区间;()若()f x的图象在)(1001,Raaax上至少出现一个最高点或最低点,则正整数的最小值为多少?|精.|品.|可.|编.|辑.|学.|习.|资.|料.*|*|*|*|欢.|迎.|下.|载.第 4 页,共 6 页文档编码:CL8M5T3W1T1
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