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If I have 4 sides of a square and I take out 3 1/2 what do i have left?
it has to be a whole
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Dear Friends, Please help on this problem :-
Cindy draws 3 Squares with different sizes. The sides of Square B is 3/5 the total
Top answer:
Apparently the sides are in the ratio b = 3/5 (a+c) c = 1/7 (a+b) a^2 = 144 a,b,c = 12,9,3 so, area
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x^2-9x-4=6
solve by completing the square show steps plz :D Add 4 to both sides. What is 1/2 of -9? Then square that, and add it
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To solve the equation x^2 - 9x - 4 = 6 using completing the square method, follow these steps: Step
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Find the perimeter of each rectangle or square.
s=sides s=34 I think the shape is the square cause the square has all even sides
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Right.
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A square is a quadrilateral with four equal sides. The area of a square is equal to square of its sides. The diagonal of a
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Well, that square doesn't seem to be very cooperative, does it? Anyway, let's tackle this
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The drawing shows four insulated wires overlapping one another, forming a square with 0.050-m sides. All four wires are much
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It matters how the current is flowing in each of the wires.
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a large square has sides of 24 units, midpoints of its sides are connected to create a smaller square. what is the area of the
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consider each corner: a= 1/2 bh=1/2(1/2*24)(1/2*24)=1/8*24^2 there are are four of these, area of
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i have another question as well..
square root of 3x=x-6..thanks i got an answer that doesnt work out os if u could jus help me
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To solve the equation √(3x) = x - 6, you can follow these steps: Step 1: Square both sides of the
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Can someone get me in the right direction to figure this problem?
The sides of a square are lengthened by 7 cm. The area becomes
Top answer:
Area of square = height * length. Since they are equal in a square, Area = Side Squared (A = s^2) To
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Show how a 13 by 13 square can be decomposed into 11 non-overlapping squares whose side
lengths are integers (with sides parallel
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To decompose a square into smaller squares, we need to find a pattern or arrangement that satisfies
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:: Set up the equation 52 + h² = 132
:: Square 5 and 13 to get 25+ h² = 169 :: Subtract 25 from both sides to get h² = 144 ::
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The value of h is 12 cm.
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