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Solve the following proportion-> 30 / 54 = 10 / x
18 miles / 1 gallon
$10 / 1 calculator
$4
x=18
24
4 pens / 3 brushes
m=5
Yes they are proportional, their simplest forms are both 2 / 9
Write the rate as a unit rate- 180 miles on 10 gallons of gas
18 miles / 1 gallon
$10 / 1 calculator
$4
x=18
24
4 pens / 3 brushes
m=5
Yes they are proportional, their simplest forms are both 2 / 9
Solve the following proportion-> m / 8 = 15 / 24
18 miles / 1 gallon
$10 / 1 calculator
$4
x=18
24
4 pens / 3 brushes
m=5
Yes they are proportional, their simplest forms are both 2 / 9
Write the ratio as a fraction in lowest terms- 16 pens to 12 brushes
18 miles / 1 gallon
$10 / 1 calculator
$4
x=18
24
4 pens / 3 brushes
m=5
Yes they are proportional, their simplest forms are both 2 / 9
determine if the following ratios are proportional- 10 baseball cards to 18 football cards; 15 baseball cards to 27 football cards
18 miles / 1 gallon
$10 / 1 calculator
$4
x=18
24
4 pens / 3 brushes
m=5
Yes they are proportional, their simplest forms are both 2 / 9
If the ratio of headbands to cost is 6 headbands for $2, how many headbands can you buy for $8
18 miles / 1 gallon
$10 / 1 calculator
$4
x=18
24
4 pens / 3 brushes
m=5
Yes they are proportional, their simplest forms are both 2 / 9
Write the rate as a unit rate- $120 for 12 calculators
18 miles / 1 gallon
$10 / 1 calculator
$4
x=18
24
4 pens / 3 brushes
m=5
Yes they are proportional, their simplest forms are both 2 / 9
If the ratio of headbands to cost is 6 headbands for $2, then how much would 12 headbands cost?
18 miles / 1 gallon
$10 / 1 calculator
$4
x=18
24
4 pens / 3 brushes
m=5
Yes they are proportional, their simplest forms are both 2 / 9
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