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Começamos observando o triângulo isósceles retângulo da base. Ele tem um ângulo reto de 90° e, como os outros dois lados são congruentes, os outros dois ângulos medem 45° cada. Agora olhe para o ângulo de 45° que está encostado no lado vertical esquerdo. O ângulo externo a ele, formado pela continuação desse lado, é o ângulo suplementar, ou seja, soma 180° com o ângulo interno. Logo, esse ângulo externo mede: 180° − 45° = 135°. Esse ângulo de 135° pertence a um triângulo isósceles, indicado pe
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