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#1 evalute -2*(-3)+(2-1^2)^2, #2 simplify the following -3(-4t-x)-6(-5x-6t), #3 the surface area S of a right prism is given by S=2B+Ph where B is the area of base,P is the perimeter of the base, and h is the height of the prism . Solve for h. #4 solve for x 8 (x+6)= -5x+22, # 7 find the values of x and y -9x+2y=25 -3x +7y=2 #8 simplify b^3a^2/b^6ay^4
Submitted: 547 days and 8 hours ago.
Category: Math
Value: $9
Status: CLOSED
Accepted Answer
#1
-2*(-3)+(2-1^2)^2 =
6 + (2-1)^2 =
6 + 1^2 =
6 + 1 =
7
#2
3(-4t-x)- 6(-5x-6t) =
-12t -3x + 30x + 36t =
24t + 27x =
3(8t + 9x)
#3
S = 2B + Ph
Ph = S - 2B
h = (S - 2B)/P
#4
8(x+6) = -5x + 22
8x + 48 = -5x + 22
13x = -26
x = -26/13 = -2.
#7
-9x + 2y = 25
-3x + 7y = 2
Add (-3) times 2nd equation to the 1st:
-19y = 19
-3x + 7y = 2
Now we have that y = 19/(-19) = -1.
Plug that into the 2nd equation to find x:
-3x + 7(-1) = 2
-3x - 7 = 2
- 3x = 9
x = 9/(-3) = -3.
x = -3 & y = -1.
#8
Im assuming you meant
(b^3a^2)/(b^6a^4):
(b^3a^2)/(b^6a^4) = 1/(b^3a^2)
Sincerely,
Sk1llz
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Expert:
Sk1llz
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Answered:
5/26/2008
Mastermind
Mathematics, Statistics and Physics
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