If 3 cotA=4 find the value of 5cosA-2sinA/5cosA + 3sinA
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Answered by
4
cotA=4/3
adj/opp=4/3
by Pythagoras we get hypotenuse is 5
5cosA-2sinA/5COSA+3sinA
5(4/5)-2/5(TanA)+3sinA
4-2/5(3/4)+3(3/5)
4-6/20+9/5
80/20-6/20+36/20
110/20
11/2 is final answer hope it helps
please mark it as brainliest
adj/opp=4/3
by Pythagoras we get hypotenuse is 5
5cosA-2sinA/5COSA+3sinA
5(4/5)-2/5(TanA)+3sinA
4-2/5(3/4)+3(3/5)
4-6/20+9/5
80/20-6/20+36/20
110/20
11/2 is final answer hope it helps
please mark it as brainliest
Answered by
1
cotA=4
cosA/sinA=4/1 than, cosA=4 , sinA=1
5cosA-2sinA/5cosA+3sinA
5*4-2*1/5*4+3*1
=20-2/20+3
=17-1/10
=170-1/10
=169/10
=16.9
cosA/sinA=4/1 than, cosA=4 , sinA=1
5cosA-2sinA/5cosA+3sinA
5*4-2*1/5*4+3*1
=20-2/20+3
=17-1/10
=170-1/10
=169/10
=16.9
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