Deep ocean currents: cold, salty water sinks
Grade 9 Science Worksheet

Circle the best answer.
Read this first
Water samples (model data)
Sample Temperature Salinity A 2 °C 35 g/kg B 2 °C 33 g/kg C 20 °C 35 g/kg D 20 °C 33 g/kg Using the sample table, which water would sink below the others, by Bo's reading?
- D, the warmest and freshest
- C, warm and salty
- B, cold and fresher
- A, the coldest and saltiest
Using the sample table, which water would stay at the surface, by Esme's reading?
- A, cold and salty
- B, cold and fresher
- D, warm and fresher
- C, warm and salty
Sea ice forming above saltier, sinking water. NOAA: where the conveyor starts, warm water from the Gulf Stream loses heat to the cold air. What happens to that water, by Jun's reading?
- It warms and rises
- The wind pushes it to the bottom
- It freshens and floats
- It cools, grows denser and sinks
Use this
The global conveyor drawn on a world map.
After sinking in the North Atlantic, which way does the deep water flow, by Kira's reading (NOAA)?
- Straight up to the surface
- East, across the Atlantic into a closed inland sea
- South, past the equator, toward Antarctica
- North, toward the Arctic
Where do branches of the conveyor rise back toward the surface, by Luz's reading (NOAA)?
- In the Indian and Pacific Oceans, as they warm
- They stay deep for good
- At the conveyor's North Atlantic start, where they cool
- Near the poles, where they cool
NOAA: cold bottom water returns to the surface through mixing and wind-driven upwelling. Why must it come back up, by Milo's reading?
- Surface water keeps sinking, so deep water rises to close the loop
- Deep water warms at the bottom and boils
- Deep water stays below for good
- Deep water evaporates
A deep current moves 3 cm a second (example data). How far does it go in one day, by Noah's math?
- About 26 km
- About 260 m
- About 2.6 km
- About 72 cm
At about 2.6 km a day, about how far does that current go in a year, by Pia's math?
Use the picture in question 7.
- About 950 km
- About 9,500 km
- About 95 km
- About 2.6 km
NOAA: a loop takes about 1,000 years. If a parcel covers 60,000 km in that time (example), what is its average speed, by Ren's math?
A slow deep arrow beside fast surface arrows. A slow deep arrow beside fast surface arrows. slow deep fast surface - About 60 km a day
- About 6 km a year
- About 60 km a year
- About 60,000,000 km a year
Wind arrows above, density arrows far below. Which of these currents is driven by density rather than wind, by Zee's reading (NOAA)?
- Coastal upwelling
- The trade-wind drift pushed along near the equator
- Deep water flowing south from the North Atlantic
- A western boundary current

