You can write this as:
D = kt
where "k" is some constant. You can also write it as:
D ∠t, which you can read as "D is proportional to t".
It is an equation containing 3 variables, D, d, and t.
r+d/t
p=t*C, where C is a constant value (in this case, the person's rate of pay). To determine C, solve for C for the p and t given. 10800=16C C=10800/16 C=800 Therefore, the equation is: p=800t
The area of a square varies directly with the square of its side length.The kinetic energy of a body in motion varies directly with the square of its speed.Direct variation relations have the form y = kx where x and y are variables and k is a non-zero constant.examples :. D is proportional to T^2, so D = KT^2, where K is a constant. Since K = 1/2, D = (1/2)T^2B. When D = 256, 256 = (1/2)T^2T^2 = 256*2T = 16sqrt(2), or approx 22.6 secondsC. D = (1/2)*5^2 = 12.5 feety=mx+b* * * * *No, that is a linear variation. Direct variation is y = mx. For a direct variations, both variables must be 0 together.direct square variation is a function that relates the same or equal constant ratio.one quantity varies directly as the square of the other quantity.in symbols, y = kx squareda direct variation question is like this y=kx (its straight forward where as a partial variation question is like this y= mx + b the B is another PART of the equation so a direct varition question could be 10=5(2) y=kx
S = v*t s = displacement v = velocity t = time
Since D varies directly with t, we can express this relationship as D = k * t, where k is the constant of proportionality. Given that D is 105 when t is 3, we can find k: ( k = \frac{D}{t} = \frac{105}{3} = 35 ). Now, to find D when t is 8, we use the equation: ( D = 35 * 8 = 280 ). Thus, D is 280 when t is 8.
To express that T varies directly with Q, you can write the relationship as ( T = kQ ), where ( k ) is a constant of proportionality. This means that as Q increases or decreases, T will change in the same ratio, maintaining a constant multiple represented by ( k ). If you know the values of T and Q at any point, you can determine the constant ( k ) by rearranging the equation to ( k = \frac{T}{Q} ).
It is an equation containing 3 variables, D, d, and t.
r+d/t
The d stands for distance.
t+v+d
v = d/t
The equation to find power in terms of force (F), distance (d), and time (t) is: P = F * d / t
v = − 1/ a .d [A] /d t = − 1 /b .d [B] /d t = 1 /p. d [P]/ d t = 1/ q .d [Q]/ d t for the "balanced" equation aA + bB -> pP + qQ
Velocity = Distance/Time V = d/t
The equation linking average speed (v), distance moved (d), and time taken (t) is: v = d/t. This equation represents the average speed as the ratio of the total distance traveled to the total time taken to cover that distance.
The equation used to find the velocity of an object is v = d/t, where v is the velocity, d is the distance traveled, and t is the time taken to travel that distance.