MULTIPLE CHOICE Question 3 Are the triangles pictured below similar? 4 cm 2 cm 10cm 5cm 4 cm A Yes, the triangles are similar by AA-, B. Yes, the triangles are similar by SAS-. Yes, the triangles are similar by SSS-. D. No, the triangles are either not similar or cannot be proven similar with the information provided.

Q: Triangles ABC has side lengths 5, 6, 7. Triangle DEF has side lengths 10, 12, 14. Are these two…

A: We can make it easier for you

Q: Exercise #1: Given the two right triangles shown below, why do we know that AABC is similar to ADEF…

A: Two triangles are similar if any two corresponding angles are similar. Here, two triangles ∆ABC and…

Q: m/activitybuilder/student/6023ce0a346f4704687ec3ec#screenldx3115 Problem 7 Select the true statement…

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Q: A triangle has angles with measurements 2x + 3, 4x - 10, and 5x - 11. Classify the triangle based on…

A: Sum of all angles in a triangle is 180.

Q: 'F A O AB = DE O LA ZD O AB ~ DE O LA ~ LD

A: We have to find the angle

Q: How many possible triangles can be created if mZB- A 6 20, and b = 10?

A: Given that m∠B=π6, a=20, b=10

Q: 5. What information is needed to prove the 2 triangles congruent by SAS? BL C D. OLBAD= ZCDA O ZBACE…

A: In triangle ABC and ∆ACD , BC = CD AC is common. To apply SAS criterion we need angleACB and…

Q: not use ai please

A:

Q: 3) If m<1 = 142, record the measure of every other angle in this diagram. %3D 2 4. 3. 5 8. 7 Share…

A: NOTE: Refresh your page if you can't see any equations. . here we have When two lines intersect…

Q: How many inscribed angle(s) does the figure have? C 4

A: The given question is related with inscribed angle. Given a figure.  We have to find the number of…

Q: Determine the measure of the interior angles of AFGTH indicate the properties that you used to solve…

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Q: In the shape below, to prove the triangles are congruent by SSS, we would need to state that AC AC.…

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Q: De termine the number of triangles with the given parts, a= 8, b=4, C=5 There is/are write An en…

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Q: 4) H 16 4 4 V U 12 F AHGF ~

A: Topic  = Triangles

Q: If the triangles shown are similar so that 3:4:5 = x:y:15, what are the values of x and y?

A: Given: