Дана арифметическая прогрессия -2.8; -2, 5; укажите наименьший по абсолютной величине член арифметической прогрессии

если по абсолютной, то -2,5.

Постав лутшу відповідь simplifying x = 3x + -1(-9x + -1(7x + -15) + 3) + -9 reorder the terms: x = 3x + -1(-9x + -1(-15 + 7x) + 3) + -9 x = 3x + -1(-9x + (-15 * -1 + 7x * -1) + 3) + -9 x = 3x + -1(-9x + (15 + -7x) + 3) + -9 reorder the terms: x = 3x + -1(15 + 3 + -9x + -7x) + -9 combine like terms: 15 + 3 = 18 x = 3x + -1(18 + -9x + -7x) + -9 combine like terms: -9x + -7x = -16x x = 3x + -1(18 + -16x) + -9 x = 3x + (18 * -1 + -16x * -1) + -9 x = 3x + (-18 + 16x) + -9 reorder the terms: x = -18 + -9 + 3x + 16x combine like terms: -18 + -9 = -27 x = -27 + 3x + 16x combine like terms: 3x + 16x = 19x x = -27 + 19x solving x = -27 + 19x solving for variable 'x'. move all terms containing x to the left, all other terms to the right. add '-19x' to each side of the equation. x + -19x = -27 + 19x + -19x combine like terms: x + -19x = -18x -18x = -27 + 19x + -19x combine like terms: 19x + -19x = 0 -18x = -27 + 0 -18x = -27 divide each side by '-18'. x = 1.5 simplifying x = 1.5

X=2                                                               ///////////////////////////////////////////////////////////////////////////////////////////////////