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Are routing numbers of individuals in the same household the same?
Yes & No, if the whole family opened at the same branch the answer will be yes, with the exception that a bank merger happens and all old account will have one routing number and all new accounts will have another. Ask your local Bank branch. The No will be that you bank will a big bank, EX: Citibank You open the account in New York when you where living their, however you moved and open another account in Texas. you new account will have a different routing number.
If a fly is in a car that is traveling sixty MPH is the fly flying at sixty MPH?
No, the fly's speed is relative to the space it is in, the air it is flying in is moving with the car, but static inside. It would, however, be different if the windows were open. The same would apply to environments like inside of an airplane or a train. Also, the earth travels trough space at over 17,000 kilometers per hour, when you are walking down the street, you aren't walking that fast.
If your sitting in the car and the car is going sixty miles per hour and there is a fly suspended in air would the fly be flying sixty miles per hour with it?
Assuming that the fly is in the car, then yes, it would also be travelling at sixty miles per hour. This is because when the car travels sixty mph, inside, the back of the car pushes the air inside to travel at the same approximate speed. The air then pushes the fly to travel at sixty miles per hour. If the front and back of the car were open (windshield and back window), then the air inside the car would not be moving, although since you would be travelling at sixty miles per hour, it would seem that the air is moving back.
Why do Crystal have different shapes?
They have different developing sites. Restricted, open, magma, and minerals from solution.
What does 1 dollar tripled every 2 days for 30 days equal?
And here we see that if a mathematical problem can be open to interpretation, it is possible to obtain vastly different results. Both experts agree that something gets tripled every two days, fifteen triplings in total. The first, showing the importance of compounding, posits that the first dollar gets tripled to three dollars after two days and that total gets tripled two days later, and subsequent totals etc. The second thinks that a dollar gets tripled after two days and that process gets repeated. The first solution is more likely the author's original intent, but it's important to state problems unambiguously.
