WorksheetsG9_variation2
Total questions: 15
Worksheet time: 28mins
y is proportional to x and y=30 when x=6.
Find a formula for y in terms of x.
y=5x
y=x5
y=5x
x=5y
y varies directly with x, when y=40, x=5.
Find the value of y when x=20
y= 16
y=2.5
y=160
y= 25
y varies as the cube of x. Find the value of x when y= 34 given that when x=3, y= 4.5
8
4
2
6
y is directly proportional to (x+3)2 When x is 5, y is 16. Find the value of x when y=9
x=36
x= 8
x=4
x=3
What is the meaning of v∝t1
y varies as the square root of t
v varies inversly with the square root of t
y varies as the inverse of the square root of t
t varies as the square of v
The number of men,M, is inversely proportional to the number of women, W. When M=10, W=5. Find an expression of M in terms of W
M=W50
M=50W
W=50M
W=M50
The time it takes to drive to Dallas is inversely proportional to your driving speed. It takes 3 hours to get to Dallas if you drive 96 km/h. How long will the trip take if you drive 116 km/h? (with 2d.p.)
2.5 hours
2.6 hours
2.4 hours
3.6 hours
3.5 hours
Boyle's Law states that the pressure, P, of a gas multiplied by its volume, V, is equal to a constant. Does this show direct variation, inverse variation, or neither?
direct variation
inverse variation
neither
If f varies inversely as q2, and f = 6 when q = 4 , find q when f = 24
4
2
6
3
Determine if the relationship between the two quantities is a direct variation. Explain your reasoning.
yes, the constant of variation is 1/2
yes, the constant of variation is 2
no, there is constant of variation.
Write an equation that represents y as directly proportional to the square of z and inversely proportional to w.
y=kz2/w
y=kz/w
y=w/kz2
y=w/kz
