Equation

  • May 2020
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1a) Determine m a fim de que o ponto H = (m − 4; 3m + 6) pertença à bissetriz dos quadrantes pares. 1b) Sendo M = (−6;−3) o ponto médio do segmento de extremos A = (2; 7) e B , determine o ponto médio do segmento MB . 2a) Determine a distância entre os pontos A = (3; 2) e B = (−2; 5) . 2b) Determine a equação da reta que passa pelo ponto A = (−3; 2) e tem coeficiente angular igual a − 5 . 3) Determine a área do triângulo formado pela intersecção dos eixos coordenados com a reta y = 2x − 6 .

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