Discuss different methods for watering a vegetable garden. How do you determine
if plants are receiving enough water?
What will be an ideal response?
Water may be applied with spr
inklers or hoses and by trench or ditch irrigation. The plants should receive no less than
1 inch of water per week. This amount includes any rainfall that may occur. To be sure
the proper depth has been reached, dig down into the soil to see how far the water has
penetrated. Another way to tell if enough water has been added is to place a can with
straight sides or a rain gauge in the garden and measure how much water has been
applied as a result of the sprinkling.
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While having a discussion, Technician A says that standard release bearings remain in constant contact with the clutch cover. Technician B says that standard release bearings do not remain in constant contact with the clutch cover. Who is correct?
A. A only B. B only C. Both A and B D. Neither A nor B
What is arc length? Describe the effect of arc length on the weld.
What will be an ideal response?
____________________ land is land that is used or potentially could be used as cropland
Fill in the blank(s) with correct word
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