3.7K views · 160 reactions | Engineering Mathematics Algebra [Back to Basics] Two students were asked to solve a quadratic equation ax^2 + bx + c = 0 where a is not equal to 0. One of them made some mistake in writing b and found the roots as 3 and -1/2. The other, also, made mistake in writing c and found the roots as -1 and -1/4. The correct roots of the given equation should be? | Isaiah James Maling | Facebook
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3.7K views · 160 reactions | Engineering Mathematics Algebra [Back to Basics] Two students were asked to solve a quadratic equation ax^2 + bx + c = 0 where a is not equal to
Isaiah James Maling. . Engineering Mathematics Algebra [Back to Basics] Two students were asked to solve a quadratic equation ax^2 bx c = 0 where a is not equal to 0. One of them made some mistake in writing b and found the roots as 3 and -1/2. The other, also, made mistake in writing c and found the roots as -1 and -1/4. The correct roots of ...
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3. Determine the Jacobian matrix [J] and its determinant for the elements shown in the figure below. Show that the determinant of [J] for rectangular and parallelogram shaped elements is equal to A=4, where A is the physical area of the element.
3. Determine the Jacobian matrix [J] and its determinant for the elements shown in the figure below. Show that the determinant of [J] for rectangular and parallelogram shaped elements is equal to A=4, where A is the physical area of the element.
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