Triangle HIJ, with vertices H(3,5), I(7,3), and J(6,8), is drawn inside a rectangle, as shown below. 10 9. 8. H. 4 3 2 3 4 10 What is the area, in square units, of triangle HIJ?

Q: Which similarity postulate or theorem, if any can be used to show the two triangles similar?

A: Here for triangle SQR,    Length of the side QS = 8    Lengthof the side QR = 17    Length of the…

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A: Given: If P(3,-2) Q=(10,-2) and R=(3,8) are the vertices of the triangle.  To find the length of RQ

Q: Now look at the big triangle ABC. Find the length of AB

A: in △ABD m∠ADB=90°

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Q: Find the area of a parallelogram with corner points at (2,1), (4,5), (7,5), and (5,1) Area: =

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Q: 1.1 What type of triangle is A ABC? D Given: A(-2;1), B(2;2) and ) are points in the carteslan…

A: First of all find all the side lengths of the traingle using distance formula than solve each parts

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Q: CK 9- 4. -3 OL 9. 34 5 67 3. 4. 5. 8. Click on the graph to plot a point. Click a point to delete…

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Q: /14 5g0 Y K.

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Q: determined by (a) 3√3 (b) 3 a Let d = = (2, −1, 1) and ♂ = (1,1,2). Find the area of the…

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Q: Use a triangle similarity theorem to show that the triangles Are similar. 3.5 B 8 A E

A: From triangle CBD, CB=4 and CD=3.5 From triangle CAE, CA=4+8=12 and CE=3.5+7=10.5 CB/CA=4/12=1/3…