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Time rates: Question for Problem #12 |
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Solution to Problem 241 Statically Indeterminate |
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Minima Maxima: y=ax³+bx²+cx+d |
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Make the curve y=ax³+bx²+cx+d have a critical point at (0,-2) and also be a tangent to the line 3x+y+3=0 at (-1,0). |
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Minima maxima: Arbitrary constants for a cubic |
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Example 04 | Age Related Problem in Algebra |
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Minima Maxima: 9a³y=x(4a-x)³ |
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Circle |
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Solid mensuration |
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Work problems |
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Constant Area of Triangle ABC |
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probability: A six-sided die is rolled 8 times [ Multiple Problems - LOCKED ] |
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Minima maxima: a²y = x⁴ |
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Site Roles: Your Badge and Access Permission |
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Help Pages |
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how to find the distance when calculating moment of force |
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Volume by integration |
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patulong naman about sa maxima and minima |
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Integral calculus |
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differential calculus time rates |
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Area of Right Triangle Using Radius of Incircle |
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Three Dissimilar Right Triangles |
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Decimal Fractional Parts of Segment Dim's on Hypotenuses of Dissimilar Right Triangles |
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Perimeter of Right Triangle by Tangents |
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Product of Areas of Three Dissimilar Right Triangles |
