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What is the velocity of a plane traveling northwest at 610 mhp?
The velocity of a plane traveling northwest at 610 mph can be calculated using vector addition. The velocity will have two components: one in the north direction and one in the west direction. These components can be calculated using trigonometry, with the magnitude of the resultant velocity being 610 mph.
What is the velocity if a plane traveling northwest at 610 mph?
The velocity of the plane is a vector quantity that includes both its speed and direction. In this case, the plane is traveling northwest at a speed of 610 mph. Therefore, the velocity can be described as 610 mph at an angle of 45 degrees from the north or west, depending on the reference frame used. This indicates both the speed and the direction of travel.
What is the velocity of a plane traveling nothwest at 610 mph?
Velocity is the rate of speed in a given direction. Therefore, the plane's velocity is 610mph NW.
What is the phone number of the Northwest Branch Library in Reading?
The phone number of the Northwest Branch Library is: 610-655-6360.
What is 614 rounded to the nearest 10?
610
WHAT IS 20 percent OF 610?
20% of 610 = 20% * 610 = 0.2 * 610 = 122
What is 614 rounded to the nearest ten?
610
What is 610 as a percent?
To express 610 as a percentage, you would divide 610 by the total possible value (which is typically 100) and then multiply by 100. So, 610 divided by 100 equals 6.1, and when multiplied by 100, you get 610%. Therefore, 610 is equivalent to 610% when expressed as a percentage.
What is 100 percent of 610?
610
What is the roman numeral for 610?
DCX (500+100+10 = 610)
What is the nearest ten in 612?
610
What is 43 and 610?
43 + 610 = 653
