the maximum and minimum value of function F(X )= sin 3x + 4
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Answer:
Step-by-step explanation:
put dy/dx=0
3cos3x=0
cos 3x =0
cos 3x = cos 90
3x=2npi plus minus 90
x=2npi/3 plus minus 30
for one
x=2pi/3+30=150
x=2pi/3-30=90
d2y/dx2=-9sin3x
for x= 90
d2y/dx2=9
for x=150
d2y/dx2=0
isolated point
min value in interval {0 , 450} is 9
Answered by
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Answer:
12.....・゜゜・.・゜゜・.・゜゜・.・゜゜・
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