MathLover1 Joined Jun 27, 2021 Messages 2,989 Reaction score 2,886 Oct 29, 2021 #2 divide the arc length by the radius to get the radians 55. θ=s/r θ=28/7 θ=4 radians (229.2° ) θ=s/r θ =75/60 θ=1.25 radians (71.62° )
divide the arc length by the radius to get the radians 55. θ=s/r θ=28/7 θ=4 radians (229.2° ) θ=s/r θ =75/60 θ=1.25 radians (71.62° )
nycmathguy Joined Jun 27, 2021 Messages 5,386 Reaction score 422 Oct 29, 2021 #3 MathLover1 said: divide the arc length by the radius to get the radians 55. θ=s/r θ=28/7 θ=4 radians (229.2° ) θ=s/r θ =75/60 θ=1.25 radians (71.62° ) Click to expand... Wrong again at my end, huh?
MathLover1 said: divide the arc length by the radius to get the radians 55. θ=s/r θ=28/7 θ=4 radians (229.2° ) θ=s/r θ =75/60 θ=1.25 radians (71.62° ) Click to expand... Wrong again at my end, huh?