Average rate for motorcycle insurance?
Thursday, January 28th, 2010 at
2:18 am
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I am looking to buy my first motorcycle but before I do I need to figure out how much insurance will cost but to be honest I don't know much about motorcycle insurance. I was hoping if someone can tell me what the best deals will be. The bike will be a Suzuki SV650 if that helps and I am 22 year old college student. I know that it will be higher if I haven't payed the bike completely off yet and I am planning on taking a safety course so I think that will lower it, still... can anyone help me figure this out?
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Tagged with: Average • Insurance • Motorcycle • rate
call progressive with the vin# they will give you a quote over the phone
Since you are planning on buying your first bike, I would definitely buy a used bike. At least a 600cc bike, so you will not get bored of it. I recently bought a used 1996 Honda cbr 600 f3 and it is a blast to drive. It is very easy to drive, but has enough high end power to put a grin on my face. I ended up going with progressive insurance, with full coverage on it. I ended up paying around $650 for the full year. I am 21 years old and a clear record when I registered the bike. Like the other guy mentioned, find out the vin # of the bike you want and get a free quote on the bike from progressive. You said that you would get a safety course discount so I am sure it will be much less then mine, since I didn’t have any discounts. I used to have a clear record until I bought this bike. I recently got pulled over by a cop doing over 65mph in a 25mph zone. I am awaiting my court date, and I am expecting a big fine for my first time ever offense. Good luck and enjoy your new ride.
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The surface area is A = 4*pi*r^2
In terms of diameter, D = 2r, so r^2 = D^2/4
A = 4*pi*D^2/4 = pi * D^2
Take the time derivative
dA/dt = pi * 2D * dD/dt
You are given dA/dt and D. Solve for dD/dt.
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My motorcycle insurance is about 1/3 to 1/2 the cost of my truck insurance. ('83 Yamaha Virago 920 vs '91 S-10)
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Being 208 miles apart after 2 hours, their separation velocity is, together, 104 miles per hour.
If you designate their respective velocities as j and h, you can write
1). j + h = 104 mph ( from which their average speed is 52 mph.) and
2). j = h + 8 mph or
3). j – h = 8 mph.
Adding 1) and 3) gives 2j = 112 mph from which
j = 56 mph. Plugging this result into 1) or 2) gives h = 48 mph.
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