yes
To say that an equation is directly proportional is somewhat incorrect. What we say instead is that a variable on one side of the equation (in other words, on one side of the equals sign) is directly proportional to another variable on the other side.What this means is that if when one variable increases (gets bigger), the other one does, too, then these variables are directly proportional to each other.For example, take the equation for velocity.v = d/tHere, v is velocity, d is distance, and tis time. Lets try a few numbers.v = 100 miles/2 hours = 50mi/hr.v = 200 miles/2 hours = 100mi/hr.v = 400 miles/2 hours = 200mi/hr.What you may notice here is that as the value of d (the number of miles being traveled), gets bigger, so does the value of v (velocity, or speed, in miles/hour). This is because, in this equation, velocity is directly proportional to distance.
It is not any number of miles it is a period of time not a distance.
What is my distance if i travel for 1.5 hours at 70 miles per hours?
Time = Distance/Speed = 120/115 = 1.04 hours, approx.Time = Distance/Speed = 120/115 = 1.04 hours, approx.Time = Distance/Speed = 120/115 = 1.04 hours, approx.Time = Distance/Speed = 120/115 = 1.04 hours, approx.
Hours are a unit of time, while miles are a unit of distance. You cannot convert distance into time.
Yes, they are proportional. Distance traveled is the velocity times the time. So if you travel at 60 miles per hour for two hours, you have gone 120 miles.
y = distance x = time v = velocitydistance = velocity x timey = v X
i don't know but i need to know for my math homework i have. I have an answer but i don't know if its right. PLEASE HELP
To say that an equation is directly proportional is somewhat incorrect. What we say instead is that a variable on one side of the equation (in other words, on one side of the equals sign) is directly proportional to another variable on the other side.What this means is that if when one variable increases (gets bigger), the other one does, too, then these variables are directly proportional to each other.For example, take the equation for velocity.v = d/tHere, v is velocity, d is distance, and tis time. Lets try a few numbers.v = 100 miles/2 hours = 50mi/hr.v = 200 miles/2 hours = 100mi/hr.v = 400 miles/2 hours = 200mi/hr.What you may notice here is that as the value of d (the number of miles being traveled), gets bigger, so does the value of v (velocity, or speed, in miles/hour). This is because, in this equation, velocity is directly proportional to distance.
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distance = speed * timeso in 1.5 hours, distance = 60*1.5 = 90 milesA good trick to remember how this works is to look at the units. distance is miles, time is hours. speed is miles/hour this means that to get speed we divided the number of miles by the number of hours. and so you can easily remember how these three things are related.
About 1,804 miles, so the speed at which you drive and the number of stops you make to travel that distance will tell you the number of hours involved in the trip.
That depends on your speed and the number of stops you make. However, if you average 55 miles per hour for the entire distance your driving time would be about 2 hours and 43 minutes.
It is not any number of miles it is a period of time not a distance.
I think you mean if you drive at the same speed. Distance is then proportional to time. So 240 x 6/4.5 =240 x 4/3 =320 miles.
What is my distance if i travel for 1.5 hours at 70 miles per hours?
What is my distance if i travel for 1.5 hours at 70 miles per hours?