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x = 3 pairs of sides in proportion 2 pairs of sides in proportion and included angle equal. Which similar triangle property is illustrated? 3 pairs of equal angles Hypotenuse and other side in proportion 3 pairs of sides in proportion 2 pairs of sides in proportion and included angle equal. Which similar triangle property is illustrated? 3 pairs of equal angles Hypotenuse and otherside in proportion 3 pairs of sides in proportion 2 pairs of sides in proportionand included angle equal. Which similar triangle property is illustrated? 3 pairs of equal angles Hypotenuse and other side in proportion 3 pairs of sides in proportion 2 pairs of sides in proportion and included angle equal. Which similar triangle property is illustrated? 3 pairs of equal angles Hypotenuse and other side in proportion Calculate the length ratio and use it to calculate x. Answer in decimal form: cm Given AB parallel to TP, match the equal angles. Angle B = Angle A = Angle AXB = Angle T ? Angle P ? Angle PXT ? 3 pairs of sides in proportion 2 pairs of sides in proportionand included angle equal. Which rule would prove these triangles similar? 3 pairs of equal angles Hypotenuse and other side in proportion 3 pairs of sides in proportion 2 pairs of sides in proportion and included angle equal. Which rule would prove these triangles similar? 3 pairs of equal angles Hypotenuse and other side in proportion |