What is the arclength of #f(t) = (t^3-t^2+5t,9t)# on #t in [1,4]#?

Related questions

• How do you find the arc length of a parametric curve?
• How do you find the length of the curve #x=1+3t^2#, #y=4+2t^3#, where #0<=t<=1# ?
• How do you find the length of the curve #x=e^t+e^-t#, #y=5-2t#, where #0<=t<=3# ?
• How do you find the length of the curve #x=t/(1+t)#, #y=ln(1+t)#, where #0<=t<=2# ?
• How do you find the length of the curve #x=3t-t^3#, #y=3t^2#, where #0<=t<=sqrt(3)# ?
• How do you determine the length of a parametric curve?
• How do you determine the length of #x=3t^2#, #y=t^3+4t# for t is between [0,2]?
• How do you determine the length of #x=2t^2#, #y=t^3+3t# for t is between [0,2]?
• What is the arc length of #r(t)=(t,t,t)# on #tin [1,2]#?
• What is the arc length of #r(t)=(te^(t^2),t^2e^t,1/t)# on #tin [1,ln2]#?