Guide :

# how many feet per second are you traveling if you are going 50 miles per hour

use dimensional analysis to figure how many feet per second is traveled.

## Research, Knowledge and Information :

### How many feet per second does a car going fifty miles per ...

How many feet per second does a car going fifty miles per hour travel? ... 50 miles per hour travels 264,000 feet in one ... many feet per second are you going if ...

### Miles Per Hour to Feet Per Second | Kyle's Converter

Instantly Convert Miles Per Hour (mph) to Feet Per Second ... 10,000 Miles Per Hour to Feet Per Second = 14666.6667: 50 Miles Per Hour to Feet Per Second = 73.3333:

### MPH to FPS: Mentally Converting Miles Per Hour to Feet Per ...

... help you calculate and convert feet per second to miles per hour. ... to FPS: Mentally Converting Miles Per Hour to ... going 25 mph. How many feet is that per ...

### Convert Miles per Hour to Feet per Second - CalculateMe.com

Convert Miles per Hour to Feet per Second,Speed ... Something traveling one foot per second is traveling 0.3048 meters per second, or about 0.682 miles per hour.

### Miles Per Hour to Feet Per Second Calculator

The Miles Per Hour to Feet Per Second Calculator can convert miles per hour to feet per second with just the click of ... convert Feet Per Second to Miles Per Hour here.

### If you are going 60 miles per hour how many feet is that?

If you are going 60 miles per hour how many feet is that?

### Feet Per Second to Miles Per Hour | Kyle's Converter

50 Feet Per Second to Miles Per Hour = 34.0909: 100,000 Feet Per Second to Miles Per Hour = 68181.8182: ... Feet Per Second to Miles per Hour; Feet Per Second to Knots;

### Convert feet per second to miles per hour - Conversion of ...

Quickly convert feet/second into miles/hour (feet per second to miles per hour) ... You can do the reverse unit conversion from miles per hour to feet per second, ...

### Convert Feet per Second to Miles per Hour - CalculateMe.com

Feet per Second. A foot per second is ... Something traveling one foot per second is traveling 0.3048 meters per second, ... Feet per Second to Miles per Hour ...

### Math Forum - Ask Dr. Math

How can I find out how many feet per second I could travel driving 55 ... Dr. Math. Unit Conversions: mph to fps ... miles per hour to feet per second ...

## Suggested Questions And Answer :

### this are word problems I just are not familiar with

#1. After 16 nights the penny will double 16 times=2^16 or 65,536. That's a lot of pennies! 1, 2, 4, 8, 16, 32, 64, 128, 256, 512, 1,024, 2,048, 4,096, 8,192, 16,384, 32,768, 65,536. The child couldn't sleep with all those under its pillow, and they would be worth \$655.36 or £655.36, depending on whether it's a cent or a UK penny. #2. An acre is 43,560 sq ft. The third side of the triangle is undefined so I'm going to assume it's a right-angled triangle. The property line is just the boundary line. I'm going to assume that the sides that include the right angle are  170 and 900, so the area in sq ft is 1/2*base*height=0.5*170*900=76500sq ft=76500/43560 acres=1.756 acres. #3. Circumference=(pi)*d=12(pi)=37.7cm and area is (pi)*(d/2)^2=36(pi)=113.1 sq cm. #4. Sound spreads out in spherical waves. The same amount of sound has to be spread around the surface area of a sphere no matter how big the sphere is, and the intensity of the sound is inversely proportional to the surface area of the sphere. At 7 metres the surface area will be 49 times what it is at 1 metre, so the sound is 49 times less intense at 7 metres. Therefore the sound will be 49 times as intense at 1 metre as it is at 7 metres. #5. At 35 mph the distance travelled is speed*time. So after 4.3hrs=150.5 miles and after 7.7hrs=269.5 miles. #6. Half-life is when encroachment has reached 50% or a half. What we have to solve is 0.95^x=0.5 where x is the number of years. We need logs: xlog0.95=log0.5. Let's use logs to base 2 x=-1/-0.074=13.5 years approx. In 10 years encroachment would reduce the forest to 59.9% (0.95^10 as a percentage). #7. After 5 seconds, half the original amount remains=40g. After a further 5 secs half as much remains=20g; after 15 seconds, 10g; after 20 secs, 5g; and after 25 secs, 2.5g.

### If a car travels 46 miles per hour, how many feet does it travel in 30 seconds? (1 mile = 5280 feet)

46 MPH for 30 sekond 30/3600=1/120 av 1 our distans=46/120=0.3833333 mile 0.38333*5280 ft/mile=2023.999 ft or bout 2024 ft

### how many feet per second are you traveling if you are going 50 miles per hour

?????????? traveling ??????? me thank yu GO speed=(50 mile/our)*(5280 ft/mile) / (3600 seks/our) 5280/3600=1.4666666666666666666... 5)*1.46......=73.333333333...ft/sek

### how many miles per hour is 32 feet per second?

how many miles per hour is 32 feet per second? you need to know that there 5280 ft in  a mile                                                                              divide out 60      divide out 4 32 ft    * 1   mile  =  32 miles  * 60 sec * 60 min = 32 * 60 miles = 32* 15 miles =     sec    5280 ft       5280 sec   1 min     1 hour     88 hours           44 hours divide out 4 32 * 15  Miles = 8 * 15 miles = 11miles/hour   rounded 44 hours            11 hours

### a cockroach speed up to 2.3 sec how many ft can it travel in a hour

If the speed is 2.3 ft per sec it can travel 2.3*3600=8,280 feet in 60*60=3600 seconds (1 hour). There are 5,280 feet in a mile. If the speed is 2.3 inches per sec, it can travel 8280/12=690 feet in an hour.

### If I go 50kph how long will it take to go 18 miles

Here we need to recognise that the speed is in Kilometers per hour but the distance is in miles. First job is to make them use the same measure so lets convert 50 kph to miles per hour (mph) Looking it up on Google one km is 0.621371miles, so 50 kph is .62137 times 50 = 31.0686 mph Now we can say we will cover 31.0686 miles every hour so 18 miles will take lots less than an hour ... it will take 18 divided by 31.0686 hours ie 18 /31.0686 = .579363 hours (and lots more decimal places) or nearly 35 minutes (.579363 times 60=34.76 mnutes or nearly 34 minutes 23 seconds! )

### The amount of increase or decrease in a function usually written as a fraction

80 miles an hour divided by 60 gives 80/60=4/3 miles per minute. That's one and a third miles a minute. Divide by 60 again and we get 4/180 miles a second = 1/45 miles per second. So there's a fraction. There are 1760 yards in a mile so multiply 1/45 by 1760 to find the speed in yards a second=352/9=39 and one ninth yards per sec. There are three feet in a yard, so multiply by 3 and we get 117 feet 4 inches (12 inches in a foot, and one ninth of a yard is 4 inches) per sec. Multiply 117 by 12 to convert feet to inches and add on 4 inches=1408 inches per second. 1 inch = 2.54 cm, so 1408 inches = 3576.32 cm = 35.7632 metres per second. Multiply by 3600 to get this to metres per hour (3600 seconds in an hour) =128747.52 metres per hour=128.74753 kilometres per hour.

### If you traveled 104 feet in 1.25 seconds, how many miles per hour?

104 ft in 1.25 sekond=83.2 ft/sek 1 mph=1.46666666... ft/sek (83.2 ft/sek) / 1.46666=56.727272727272 MPH

### State the necessary piece of information that is missing

need sum wae tu figger WHEN speed chaeng such as how long it go at start speed or how many miles at start speed

### what is the unit rate as slope

Best illustrated by example. Suppose a car's fuel consumption is 24 miles per gallon. Let the number of gallons be g and the number of miles m. The relation between m and g can be written m=24g, and this can be plotted on a graph as a sloping line. The slope is 24 and it's also the unit rate: how many miles per gallon. Take another example: a car travels at 50mph. The distance travelled in so many hours can be expressed d=50h, where d is the distance in miles and h is the number of hours. This also can be plotted and the slope is the unit rate (mile per hour) which is also what we would call the speed, rate of change of distance. The cost of fuel is, say, \$5 a gallon, so c=5g where c is the cost in \$ and g the number of gallons. Again, a straight line plot has a slope which is the unit rate of cost of a gallon. The slope is 5. We can take this further by working out another unit rate: the unit cost, cost in dollars per mile of travelling in a car that has a fuel consumption of 24 mpg and the cost of fuel is 5\$ per gallon. We use the two equations c=5g and m=24g. We want m and c to be related with m as the independent variable. First, g=m/24 so c=5g=5m/24 and this can be plotted, with a slope of 5/24. So 5/24 stands for the unit rate of dollars per mile. This can be turned round: m=24c/5, where the slope of 24/5 means the unit rate of miles per dollar; in other words, how many miles can be travelled on a dollar's worth of fuel. Just a few examples of the relationship between slope and unit rate.