Data task 37: A New Zealand Level 3 learner evaluates evidence and justifies a conclusion in a complex context. Find the determinant of [[6,1],[7,8]].
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For a 2×2 matrix, determinant=ad−bc.
Practice New Zealand questions with answers and explanations.
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For a 2×2 matrix, determinant=ad−bc.
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d(sin x)/dx=cos x.
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The vertex occurs at x=h.
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For a 2×2 matrix, determinant=ad−bc.
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d(sin x)/dx=cos x.
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The vertex occurs at x=h.
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If repeated samples were taken, about 95% of intervals constructed by this method would contain the true parameter.
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Differentiate term by term, then substitute.
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Use the antiderivative ax²/2+bx.
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|a+bi|=√(a²+b²).
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z=(x−μ)/σ.
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Expected value is the probability-weighted sum.