In mathematics, the symbol "d" typically represents distance. When the variable "t" is equal to 2.5 hours, it suggests a scenario involving motion or change over time. To determine the specific value of "d" in this context, additional information such as the rate of change or speed would be needed, as distance is calculated by multiplying time by speed.
Use the product and chain rules: d/dt te^(-t²) = (d/dt t)e^(-t²) + t(d/dt e^(-t²)) = 1 × e^(-t²) + t × e^(-t²) × d/dt -t² = e^(-t²) (1 + t × -2t) = (1 - 2t²)e^(-t²)
D = rt t = d/r r = d/t
There are 24 hours in 1 day, so 25 hours = 24 hours + 1 hours = 1 day + 1 hour Thus 25 hours after 09:00 am is 10:00 am on the following day.
If the time now is T hours (on a 24 hour clock), then the answer is mod(21 - T, 24) hours.
25 Hours
Use the formula: V=D/T Where V= Velocity D= Distance T = Time So solving for T T = D / V T = 715miles / 65 Mph T = 11 hours
d=t*v d=3h(90mph) d=270 miles
If my maths are right, it would take you 45 seconds... S= Speed, D= Distance, T= Time S=D/T T=D/S T=1 / 80 T= 0.0125 hours * 3600 seconds = 45 seconds Czar~
Well, d(istance)=r(ate)*t(ime), so if d=250 miles and r=70 mph, t= 3.6 hours, or 3 hours and 36 minutes.
v = d/t so... t = d/v = 15/12 = 1.25 hours or 1 hr 15 min
4 hours because, D=ST,T=D/S substituting values, T=500/125=4 hrs.
If the car goes from 0 to 25 miles per hour at constant acceleration, the average speed when it reaches 25 mph will be 12.5 mph. Distance (d) traveled during time twhen starting from 0 velocity and accelerating at a constant acceleration of a: d = at²/2 Velocity (v) at time t when starting from velocity 0: v = atso the time it will take to get to 25 mph will be: t = v/a = 25(mph)/aaverage velocity will be: d/t = (at²/2)/t = at/2 = a(25mph/a)/2 = 12.5 mph
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Using the formula D/T, you get 29 hours and 22.5 minutes
R=D/T 60 = 230 /T 60T=230 T= 230/60 = 23/6 (23/6) * 60= 230 minutes 3 hours and 50 minutes
These types of questions can be solved with a simple formula, which is actually interchangeable when you need to find distance, speed, and time. T = D/S S = D/T D = S/T So based on the T = D/S formula we get: 278 miles ÷ 70 miles/hr = 3.97 hours
Velocity = Distance ÷ Time, therefore Time = Distance ÷ Velocity. Both vehicles travel the same distance (D). Let T be the time taken by Vehicle 1. Then T = D/80 ........so D = 80T For the second vehicle as it takes 2 hours less to travel the same distance then, T - 2 = D/120..........so D = 120(T - 2) Equating the two expressions for D gives, 80T = 120(T - 2) = 120T - 240 40T = 240 T = 240/40 = 6 hours. Then the time for Vehicle 2 = 6 - 2 = 4 hours. Check : Vehicle 1 travels 6 x 80 = 480 miles Vehicle 2 travels 4 x 120 = 480 miles