Square ABCD and triangle APB

  1. Select the correct answer.In the figure, triangle ABC is congruent to triangle ADC. If the square ABCD is dilated by a factor of
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    2. hi asked by hi
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  2. Square ABCD and triangle APB lie on same base AB. If area of square is 16 cm square find ar (triangle ABP) where P is a point on
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    2. Reyajkhan asked by Reyajkhan
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  3. In the accompanying diagram, the perimeter of isosceles triangle MNO is equal to the perimeter of square ABCD. If the sides of
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    2. Randy James asked by Randy James
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  4. ABCD IS A PARALLELOGRAM.P IS A POINT ON SIDE CD.AREA OF TRIANGLE ADP=48 SQUARE CENTIMETRE AND AREA OF TRIANGLE BCP=30 SQUARE
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    2. DEEPI asked by DEEPI
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  5. area (triangle BCE )=75.2 meter square. Find area ( ABCD) where ABCD is a parallelogram
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    2. Anonymous asked by Anonymous
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  6. ABCD is a square with each side lenght 1 .Suppose BPC is an equilateral triangle ,find the area if the triangle BPD ...
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    2. Mihir Sriram asked by Mihir Sriram
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  7. Quadrilateral ABCD is a parallelogram. If adjacent angles are congruent, which statement must be true?A. Quadrilateral ABCD is a
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    2. Lauren asked by Lauren
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  8. Let ABCD be a square with side legnth 7cm. Another square KLMN is inscribed into ABCD such that its vertices lie on the sides of
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    2. Candice asked by Candice
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  9. M and N are the midpoints of opposite sides of square ABCD.A point is selected at random in the square.find the probability that
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    2. Rilwan asked by Rilwan
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  10. The perimeter of a Triangle(MNO) is equal to the perimeter of square ABCD. If the sides of the triangle are represented by 4x+4,
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    2. LP asked by LP
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