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Published on November 4, 2024
The expression $((i+1)(i-1))^2$ simplifies to 4.
Simplify x/(x − 7) + (4x − 1)/(x − 7) by adding the numerators and keeping the common denominator. The result is (5x − 1)/(x − 7), where x ≠ 7.
Learn how to find the minimum coordinates of the quadratic curve y = x^2 - 10x + 9 by using the method of completing the square to rewrite the equation in vertex form.
The graph shows a dashed boundary line passing through (0, -3) and (3, -2) with the region above it shaded. By calculating the slope of 1/3 and testing a point, the inequality is determined to be y > (1/3)x - 3.
Solve |(5x−1)/2| = |(3x+1)/4| by multiplying both sides by 4, then considering equal and opposite expressions inside the absolute values. The solutions are x = 3/7 and x = 1/13.
Logaritmoen definizioa erabiliz oinarrizko logaritmoak kalkulatzeko ariketak eta urratsez urrats ebazpenak, zenbaki hamartarrak eta zatikiak potentzia bihurtuz.