if 3cosA =4sinA find 4cos square A -3sin square A +2
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Answered by
58
since
3cosA=4sinA,
then
tanA=3/4,
then
sinA=3/5,
cosA=4/5,
therefore
4cos²A-3sin²A+2,
4×(4/5)²-3×(3/5)²+2,
4×16/25 - 3×9/25 +2,
64/25 - 27/25 + 2,
(64-27+50)/25,
87/25
3cosA=4sinA,
then
tanA=3/4,
then
sinA=3/5,
cosA=4/5,
therefore
4cos²A-3sin²A+2,
4×(4/5)²-3×(3/5)²+2,
4×16/25 - 3×9/25 +2,
64/25 - 27/25 + 2,
(64-27+50)/25,
87/25
Answered by
0
Answer:
87/25 is the answer of this question
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