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Why X is Always Missing — A Funny 1,200-Year Algebra Mystery Solved (LVL 1)
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Why X is Always Missing — A Funny 1,200-Year Algebra Mystery Solved (LVL 1)
Proving Similar ▵:Prob#11 - Real-Life Application of Similar Triangles (The FLAG POLE PROBLEM!)
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Proving Similar ▵:Prob#11 - Real-Life Application of Similar Triangles (The FLAG POLE PROBLEM!)
Proving Similar▵:Prob#10 - H-L Similarity Theorem - Determine x so that ▵UAM ~ ▵REM.
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Proving Similar▵:Prob#10 - H-L Similarity Theorem - Determine x so that ▵UAM ~ ▵REM.
Proving Similar ▵:Prob#9 - SSS Similarity Theorem - Is ▵DOG or ▵CAT similar to ▵HRS?
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Proving Similar ▵:Prob#9 - SSS Similarity Theorem - Is ▵DOG or ▵CAT similar to ▵HRS?
Proving Similar ▵:Prob#8 - SAS Are the Two Triangles Similar? Justify your answer.
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Proving Similar ▵:Prob#8 - SAS Are the Two Triangles Similar? Justify your answer.
Proving Similar ▵:Prob#6- If ▵BAD, BO =x-5, OA=15, DR = x - 4, and AR = 18. Find x so that OR || BD.
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Proving Similar ▵:Prob#6- If ▵BAD, BO =x-5, OA=15, DR = x - 4, and AR = 18. Find x so that OR || BD.
Proving Similar ▵: Prob#5 - In ▵BAR, CD || RA. If AD = 8, CR = 4, and BD = 20. find BC.
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Proving Similar ▵: Prob#5 - In ▵BAR, CD || RA. If AD = 8, CR = 4, and BD = 20. find BC.
Proving Similar ▵: Prob#4 - If ▵SIR, m∠S = 22, and m∠I = 118. In ▵LAD, m∠D = 40 and m∠A = 118.
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Proving Similar ▵: Prob#4 - If ▵SIR, m∠S = 22, and m∠I = 118. In ▵LAD, m∠D = 40 and m∠A = 118.
Proving Similar ▵:Prob#3 - AA Similarity Theorem Finding the missing sides
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Proving Similar ▵:Prob#3 - AA Similarity Theorem Finding the missing sides
Try it exercises 2ab Try it exercises 2
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Try it exercises 2ab Try it exercises 2
Proving Similar ▵: Prob#2b - AA Similarity Theorem
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Proving Similar ▵: Prob#2b - AA Similarity Theorem
Proving Similar ▵: Prob#2a - AA Similarity Theorem Identify the similar triangles in each figure.
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Proving Similar ▵: Prob#2a - AA Similarity Theorem Identify the similar triangles in each figure.
Proving Similar ▵:Prob#1 - AA Similarity Theorem - Determine Whether the triangles are similar.
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Proving Similar ▵:Prob#1 - AA Similarity Theorem - Determine Whether the triangles are similar.
Similar Triangles and Polygons - Real-Life Application of Similar Figures (Part 5 - Explained!)
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Similar Triangles and Polygons - Real-Life Application of Similar Figures (Part 5 - Explained!)
Similar Triangles and Polygons - How to Verify if the Triangles are SIMILAR (Part 4 - Explained!)
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Similar Triangles and Polygons - How to Verify if the Triangles are SIMILAR (Part 4 - Explained!)
Similar Triangles and Polygons - Finding the Perimeter of Similar Polygons (Part 3 - Explained!)
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Similar Triangles and Polygons - Finding the Perimeter of Similar Polygons (Part 3 - Explained!)
Similar Triangles and Polygons - Finding missing sides and ratio of Perimeters (Part 2 - Explained!)
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Similar Triangles and Polygons - Finding missing sides and ratio of Perimeters (Part 2 - Explained!)
Similar Triangles and Polygons - How can we say that they are similar? (Example 1 - Explained!)
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Similar Triangles and Polygons - How can we say that they are similar? (Example 1 - Explained!)
. Solve for x: 3x^(-2)-10x^(-1)+3=0
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. Solve for x: 3x^(-2)-10x^(-1)+3=0
Solve for x: (x+1)/x+x/(x-1)=2
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Solve for x: (x+1)/x+x/(x-1)=2
Solve for x: x- √x-2=0.
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Solve for x: x- √x-2=0.
Solve for x: x^4-5x^2+4 = 0.
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Solve for x: x^4-5x^2+4 = 0.
If r and s are the roots of x^2 - 7x - 5 = 0 ... (see the problem)
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If r and s are the roots of x^2 - 7x - 5 = 0 ... (see the problem)
The sum of the reciprocals of the roots of 2x^2 + 3x + k = 0 is 3/5. Find k.
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The sum of the reciprocals of the roots of 2x^2 + 3x + k = 0 is 3/5. Find k.
If x² + kx - 56 = 0 and 7 is one solution of the equation, what is the value of k?
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If x² + kx - 56 = 0 and 7 is one solution of the equation, what is the value of k?
If one of the roots of the equation 2x^2+3x-9=0 is -3, what is the other root?
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If one of the roots of the equation 2x^2+3x-9=0 is -3, what is the other root?
How to Divide Radical Expression? - Step by Step Guide
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How to Divide Radical Expression? - Step by Step Guide
How to Multiply Radicals - Simplified form
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How to Multiply Radicals - Simplified form
How to Add and Subtract the given Radicals Expressions
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How to Add and Subtract the given Radicals Expressions
Simplifying Radicals using Product and Quotient Rule of Radicals - Part 2
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Simplifying Radicals using Product and Quotient Rule of Radicals - Part 2