The purpose of a router is to ensures that data passes successfully from one network to another
Indicate whether the statement is true or false
FALSE
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Site plans can be drawn on media ranging in size from 8 1/2" x 11" up to 34" x 44" depending on the purpose of the plan and the guidelines of the local government agency or lending institution requiring the plan.
Answer the following statement true (T) or false (F)
Amy has 52 trays containing an average of 680 plants each. She transplanted one-third in four-packs that were placed in a 10- by 20-inch tray. She transplanted one-half of the remainder in 4-inch pots and the remainder in 6-inch round pots.
a. How many trays of four-packs were transplanted? b. How many plants were transplanted in 4-inch pots? c. How many plants were transplanted in 6-inch round pots? d. How many square feet of bench space were used?
Why was the feminist movement the most enduring and successful social movement of the 1970s?
What will be an ideal response?
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