Let x represent the number of hours that Trenton spends studying algebra, and let y represent the number of hours he spends studying history. For parts (a)-(e), write an inequality to represent the given statement. (See Example 7) a. Trenton has a total of at most 9 hr to study for both algebra and history combined. b. Trenton will spend at least 3 hr studying algebra. c. Trenton will spend no more than 4 hr studying history. d. The number of hours spent studying algebra cannot be negative. e. The number of hours spent studying history cannot be negative. f. Graph the solution set to the system of inequalities from parts (a)-(e)
Let x represent the number of hours that Trenton spends studying algebra, and let y represent the number of hours he spends studying history. For parts (a)-(e), write an inequality to represent the given statement. (See Example 7) a. Trenton has a total of at most 9 hr to study for both algebra and history combined. b. Trenton will spend at least 3 hr studying algebra. c. Trenton will spend no more than 4 hr studying history. d. The number of hours spent studying algebra cannot be negative. e. The number of hours spent studying history cannot be negative. f. Graph the solution set to the system of inequalities from parts (a)-(e)
Let
x
represent the number of hours that Trenton spends studying algebra, and let
y
represent the number of hours he spends studying history. For parts (a)-(e), write an inequality to represent the given statement. (See Example 7)
a. Trenton has a total of at most
9
hr
to study for both algebra and history combined.
b. Trenton will spend at least
3
hr
studying algebra.
c. Trenton will spend no more than
4
hr
studying history.
d. The number of hours spent studying algebra cannot be negative.
e. The number of hours spent studying history cannot be negative.
f. Graph the solution set to the system of inequalities from parts (a)-(e)
A 10-ft boom is acted upon by the 810-lb force as shown in the figure.
D
6 ft
6 ft
E
B
7 ft
C
6 ft
4 ft
W
Determine the tension in each cable and the reaction at the ball-and-socket joint at A.
The tension in cable BD is
lb.
The tension in cable BE is
lb.
The reaction at A is (
lb) i +
Ib) j. (Include a minus sign if necessary.)
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