River and Reservoir Flow Rates Quiz

The water flow rates (in cubic feet per second) for four rivers are modeled by the following equations, where R represents the flow rate and t represents the time in hours since midnight:

1. Snake River: R=50+10t

2. Eagle River: R=30+15t

3. Bear River: R=40+5t

Wolf River: R=60+8t

Determine the Flow Rate at Snake River at 6 am.

• 90 cubic feet per second
• 120 cubic feet per second
• 100 cubic feet per second
• 110 cubic feet per second

Tags

CCSS.HSF.LE.B.5

The water flow rates (in cubic feet per second) for four rivers are modeled by the following equations, where R represents the flow rate and t represents the time in hours since midnight:

1. Snake River: R=50+10t

2. Eagle River: R=30+15t

3. Bear River: R=40+5t

Wolf River: R=60+8t

Determine the Flow Rate at Eagle River at 6 am.

• 100 cubic feet per second
• 120 cubic feet per second
• 90 cubic feet per second
• 110 cubic feet per second

The water flow rates (in cubic feet per second) for four rivers are modeled by the following equations, where R represents the flow rate and t represents the time in hours since midnight:

1. Snake River: R=50+10t

2. Eagle River: R=30+15t

3. Bear River: R=40+5t

Wolf River: R=60+8t

Determine the Flow Rate at Bear River at 6 am.

• 100 cubic feet per second
• 120 cubic feet per second
• 70 cubic feet per second

• 110 cubic feet per second

The water flow rates (in cubic feet per second) for four rivers are modeled by the following equations, where R represents the flow rate and t represents the time in hours since midnight:

1. Snake River: R=50+10t

2. Eagle River: R=30+15t

3. Bear River: R=40+5t

Wolf River: R=60+8t

Determine the Flow Rate at Wolf River at 6 am.

• 100 cubic feet per second
• 108 cubic feet per second

• 70 cubic feet per second

• 110 cubic feet per second

Identify which river has the fastest increasing flow rate.

• Snake River

• Eagle River

• Bear River

• Wolf River

Tags

CCSS.8.F.A.2

CCSS.HSF.IF.C.9

The water flow rates (in cubic feet per second) for four rivers are modeled by the following equations, where R represents the flow rate and t represents the time in hours since midnight:

1. Snake River: R=50+10t

2. Eagle River: R=30+15t

3. Bear River: R=40+5t

Wolf River: R=60+8t

If a river floods when its flow rate exceeds 200 cubic feet per second, which river will flood first?

• Wolf River
• Eagle River
• Bear River
• Snake River

The water flow rates (in cubic feet per second) for four rivers are modeled by the following equations, where R represents the flow rate and t represents the time in hours since midnight:

1. Snake River: R=50+10t

2. Eagle River: R=30+15t

3. Bear River: R=40+5t

Wolf River: R=60+8t

Suppose rainfall suddenly increases the initial flow rates by 20 cubic feet per second for all rivers. How does this impact the time until flooding?

• The time until flooding decreases.
• The time until flooding is unaffected by rainfall.
• The time until flooding remains the same.
• The time until flooding increases.

The water flow rates (in cubic feet per second) for four rivers are modeled by the following equations, where R represents the flow rate and t represents the time in hours since midnight:

1. Snake River: R=50+10t

2. Eagle River: R=30+15t

3. Bear River: R=40+5t

Wolf River: R=60+8t

What strategies could local authorities use to manage flood risks based on these equations?

• Increase water flow rates to prevent flooding
• Reduce monitoring of river conditions
• Ignore flow rate changes during storms
• Monitoring flow rates, implementing early warning systems, and improving infrastructure

The water levels (in feet) in four reservoirs are modeled by these equations, where W is the water level and t is the time in hours after midnight:

1. Clear Reservoir: W=100+4t

2. Blue Reservoir: W=150+2t

3. Red Reservoir: W=120+6t

4. Green Reservoir: W=80+8t

5. What is the water level in each reservoir at midnight (t=0)?

• 150 feet

• Red

• 100 feet

• Clear

• 120 feet

• Blue

• 80 feet

• Green

The water levels (in feet) in four reservoirs are modeled by these equations, where W is the water level and t is the time in hours after midnight:

1. Clear Reservoir: W=100+4t

2. Blue Reservoir: W=150+2t

3. Red Reservoir: W=120+6t

4. Green Reservoir: W=80+8t

5.  Calculate the water level for each reservoir at 10 AM (t=10).

• 180 feet

• Clear

• 160 feet

• Blue

• 170 feet

• Red

• 140 feet

• Green