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Solve the equation.
x - 9= -6x + 5
A. 14
B. 7
C. 2
D. 21 **Weegy:**
x - 9= -6x + 5;
x + 6x = 5 + 9;
7x = 14;
x = 14/7;
x = 2
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Updated 282 days ago|9/20/2014 10:34:09 AM

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Solve the equation.
-1/3m - 7= 5
A. -4
B. -15
C. -36
D. 6 **Weegy:** C. -36 (More)

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Asked 11/7/2012 7:57:57 AM

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wenty-five members of the eighth grade class at Park Center Middle School are going to a museum and then to lunch. Each student must pay an entrance fee to the museum and $7.25 for lunch. The total cost for the trip is $443.75. What is the entrance fee for one student?
A. $10.50
B. $17.46
C. $17.75
D. $61.21 **Weegy:** The entrance fee for one student is : A. $10.50 **User:** Write the given sentence as an equation. Tim’s age in 7 years will be three times what it was 19 years ago.
A. 3(t + 7) = t – 19
B. t + 19 = 3(t – 7)
C. t + 7 = 3(t – 19)
D. 3(t + 19) = t – 7 **Weegy:** The equation is ; let x = age of Tim , x+7 = Tim's age in 7 years , 3x+19 = Tim's age 19 years ago ; therefore the equation is x+7 = 3x+19 (answer). C. t + 7 = 3(t – 19) **User:** Solve the equation.
78= -2 (m+3) +m
A. -28
B. -42
C. -72
D. -84 **Weegy:** D. -84 (More)

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Asked 11/7/2012 7:48:28 AM

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You drop a rock off a bridge. The rock’s height, h (in feet above the water), after t seconds is modeled by h= -16t^2 + 541 . What is the height of the rock after 2 seconds?
A. –64 feet
B. 605 feet
C. 509 feet
D. 477 feet **Weegy:** D. 477 feet
**User:** Four times the sum of a number and 15 is at least 120. Let x represent the number. Find all possible values for x.
A. x ³ 26
B. x ³ –15
C. x ³ 15
D. x ³ –26 **Weegy:** The answer is C. x=15
Solution:
4(x+15)=120 ;
4x+60=120 ;
4x=60 ;
x = 15 (More)

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Asked 11/7/2012 7:51:19 AM

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Use the diagram. https://study.ashworthcollege.edu/access/content/group/777efee8-5d2e-4234-b961-0e6dfa47388d/final_files/sa007-1.jpg.
a. Name three points
b. Name four different segments.
c. Write two other names for .
d. Name three different rays. **Weegy:** I would to help you ,but I am receiving an error page HTTP Status 404. Can you please resend the picture perhaps to another link? (More)

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Asked 11/7/2012 8:04:36 AM

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