C varies directly as d use k as the constant of variation Direct variation means we multiply below: C = kd
y varies directly as the reciprocal of x The reciprocal of x is written as: 1/x The phrase varies directly means there exists a constant k such...
Write an equation that relates the quantities. G varies jointly with t and q and inversely with the cube of w . The constant of proportionality is...
u varies jointly as q and the square of m Varies jointly means we multiply. There exists a constant k such that: u = kqm^2
p varies directly as the square of r and inversely as q and s and p = 40 when q = 5, r = 4 and s = 6, what is the equation of variation? Two...
c varies jointly as the square of q and cube of p The square of q means we raise q to the 2nd power: q^2 The cube of p means we raise p to the...
f varies jointly with u and h and inversely with the square of y. Variation means we have a constant k. Varies jointly with u and h means we...
Use k as the constant of variation. L varies jointly as u and the square root of v. Since u and v vary jointly, we multiply by the constant of...
F varies directly as g and inversely as r^2 Givens and assumptions We take a constant of variation called k. Varies directly means we multiply...
C varies directly as the cube of a and inversely as the 4th power of B The cube of a means we raise a to the 3rd power: a^3 The 4th power of B...
z is directly proportional to the square of x and y Directly proportional means there exists a constant k such that: z = kx^2y [MEDIA]
If x varies directly with y and x = -3 when y = 12, what is the constant of variation? Using our variation calculator, we see the constant of...
If y=-72 when x=6, find y when x is 3 Using our variation calculator, we get y = -36
The income i is directly proportional to working hours h The phrase directly proportional means there exists a constant k such that: I = kh
z is jointly proportional to the square of x and the cube of y The square of x means we raise x to the power of 2: x^2 The cube of y means we...
a varies directly with b and inversely with c Direct variation means we multiply. Inverse variation means we divide. There exists a constant k...
z varies directly with x and inversely with y The phrase directly means we multiply. The phrase inversely means we divide Variation means there...
K varies inversely with square root of m and directly with the cube of n. We take a constant c as our constant of proportionality. The word...
If y varies directly as x and inversely as z, then which equation describes the relation? Directly means we multiply, inversely means we divide,...
k varies jointly with m,n, p The phrase varies jointly means we have a constant c such that: k= cmnp
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