WebIn algebra, a quadratic equation (from Latin quadratus 'square') is any equation that can be rearranged in standard form as where x represents an unknown value, and a, b, and c represent known numbers, where a ≠ 0. (If a = 0 and b ≠ 0 then the equation is linear, not quadratic.) The numbers a, b, and c are the coefficients of the equation ... WebIt is also known as modulus squared or magnitude squared, after the real-value square of the complex-number modulus (magnitude or absolute value), z 2. It equals the sum of …
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WebAny squares of i will be converted to −1 and then multiplied into the numerical portion. (3 i ) (4 i) = (3 · 4) ( i · i) = (12) ( i2 ) = (12) (−1) = −12 Multiply and simplify (i) (2i) (−3i) This … WebAug 3, 2024 · i = sqrt of (-1) ( imaginary) i squared = sqrt (-1) x sqrt (-1) = -1 (minus one) Fifteen quantity x minus fifteen squared minus 15? x = 1 People also asked Featured Questions Can Nebraska... opening dark web mystery boxes
why is -3 squared = - 9 but (-3) squared =9 - Wyzant
Web1 day ago · Transcribed Image Text: 5. Let A be a square matrix such that the sum of all the entries in each row equals a constant s. Show that s is an eigenvalue of A. (Hint: Can you find an eigenvector for s?). Show that the word "row" can be replaced by "column" in the above, and one could draw the same conclusion. WebAt this point, the answer is not of the form a+bi a+bi since it contains i^2 i2. However, we know that \goldD {i^2=-1} i2 = −1. Let's substitute and see where that gets us. \begin {aligned}\phantom {\tealD {2i} (3-8i)} &=6i-16\goldD {i^2}\\ \\ &=6i-16 (\goldD {-1})\\ \\ &=6i+16\\ \end {aligned} 2i(3 − 8i) = 6i − 16i2 = 6i − 16(−1) = 6i + 16 WebJan 29, 1997 · Therefore, f ' ( x) is a function which starts at 1 when x =0, decreases to 0 when , drops to -1 when , rises back to 0 when , and so on. This is precisely what the cosine function does, so it should be no surprise that f ' ( x) = cos x. Similar reasoning shows why it is reasonable that, when f ( x )=cos x, f ' ( x )=-sin x. opening cysts