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Applying Rates Chapter 3
14

Applying Rates Chapter 3. Warm-Up 32 days = ______ hours 1 second = ______ minute 7 yards = ______ inches Write the given fraction in simplest form.

Jan 19, 2016

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Page 1: Applying Rates Chapter 3. Warm-Up 32 days = ______ hours 1 second = ______ minute 7 yards = ______ inches Write the given fraction in simplest form.

Applying Rates

Chapter 3

The Westminster Schools
Page 2: Applying Rates Chapter 3. Warm-Up 32 days = ______ hours 1 second = ______ minute 7 yards = ______ inches Write the given fraction in simplest form.

Warm-Up

32 days = ______ hours

1 second = ______ minute

7 yards = ______ inches

Write the given fraction in simplest form.120

75

Page 3: Applying Rates Chapter 3. Warm-Up 32 days = ______ hours 1 second = ______ minute 7 yards = ______ inches Write the given fraction in simplest form.

A rate is a ratio that compares two units.

120 miles in 2 hours

A unit rate is a rate per one given unit.

60 miles per hour

120

2

miles

hours

60

1

miles

hour

Page 4: Applying Rates Chapter 3. Warm-Up 32 days = ______ hours 1 second = ______ minute 7 yards = ______ inches Write the given fraction in simplest form.

Suppose a spacecraft leaves Earth at an average rate of 0.225 km/s. Express its rate of ascent in kilometers per minute.

Page 5: Applying Rates Chapter 3. Warm-Up 32 days = ______ hours 1 second = ______ minute 7 yards = ______ inches Write the given fraction in simplest form.

Highway traffic and safety engineers have some general guidelines they have developed over the years and hold now as standards.

If you are moving at 44 ft/s, it will take a minimum of 109 feet to stop your car in an emergency.

How many miles per hour is 44 ft/s?

Page 6: Applying Rates Chapter 3. Warm-Up 32 days = ______ hours 1 second = ______ minute 7 yards = ______ inches Write the given fraction in simplest form.

Highway traffic and safety engineers have some general guidelines they have developed over the years and hold now as standards.

If you are moving at 88 ft/s, it will take a minimum of 304 feet to stop your car in an emergency.

How many miles per hour is 88 ft/s?

Page 7: Applying Rates Chapter 3. Warm-Up 32 days = ______ hours 1 second = ______ minute 7 yards = ______ inches Write the given fraction in simplest form.

During its first ten minutes of flight, the Concorde climbs from ground level to the altitude shown by point B on the graph. Estimate the Concorde’s rate of change in altitude during this time period.

Page 8: Applying Rates Chapter 3. Warm-Up 32 days = ______ hours 1 second = ______ minute 7 yards = ______ inches Write the given fraction in simplest form.

The graph shows how the altitude of a hot air balloon changes during a 15-minute test flight. Estimate the

balloon’s rate of change in altitude during this time.

Page 9: Applying Rates Chapter 3. Warm-Up 32 days = ______ hours 1 second = ______ minute 7 yards = ______ inches Write the given fraction in simplest form.

Mt. Everest

Mt. Everest is 29,035 ft high. How many miles is this?

Page 10: Applying Rates Chapter 3. Warm-Up 32 days = ______ hours 1 second = ______ minute 7 yards = ______ inches Write the given fraction in simplest form.

Speed of Light

The speed of light is approximately 186,282.397 miles per second. What is the speed of light in miles per hour?

Page 11: Applying Rates Chapter 3. Warm-Up 32 days = ______ hours 1 second = ______ minute 7 yards = ______ inches Write the given fraction in simplest form.

For his third win, Lance Armstrong won the Tour by covering 3,462 km at an average speed of more than forty km/hr—the third-fastest time in the history of the event. How far is 3,462 km in miles?

1 mi = 1.609344 km

Lance Armstrong

Page 12: Applying Rates Chapter 3. Warm-Up 32 days = ______ hours 1 second = ______ minute 7 yards = ______ inches Write the given fraction in simplest form.

For his third win, Lance Armstrong won the Tour by covering 3,462 km at an average speed of more than forty km/hr—the third-fastest time in the history of the event. How fast is 40 km/h in mph?

1 mi = 1.609344 km

Lance Armstrong

Page 13: Applying Rates Chapter 3. Warm-Up 32 days = ______ hours 1 second = ______ minute 7 yards = ______ inches Write the given fraction in simplest form.

Coquihalla Highway

The speed limit on the Coquihalla Highway in British Columbia is 110 km/h. What is the equivalent speed in units of mi/h, rounded down to the nearest multiple of 5?

1 mi = 1.609344 km

Page 14: Applying Rates Chapter 3. Warm-Up 32 days = ______ hours 1 second = ______ minute 7 yards = ______ inches Write the given fraction in simplest form.

Homework