2sinA-cosB=2,则sina+2cosB.的取值范围是A.-3.---3.B.-3/2...7/2 c..-2..2..d..-3/2.1..

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2sinA-cosB=2,则sina+2cosB.的取值范围是A.-3.---3.B.-3/2...7/2 c..-2..2..d..-3/2.1..
2sinA-cosB=2,则sina+2cosB.的取值范围是
A.-3.---3.B.-3/2...7/2 c..-2..2..d..-3/2.1..

2sinA-cosB=2,则sina+2cosB.的取值范围是A.-3.---3.B.-3/2...7/2 c..-2..2..d..-3/2.1..
答案:B. 2sinA-cosB=2,即sinA=1+1/2cosB,所以 sinA+2cosB =1+5/2cosB 而cosB的取值范围【-1=