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Determine the reduced form of the slope equation equal to 2

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Answer to a math question Determine the reduced form of the slope equation equal to 2

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Corbin
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Para determinar a forma reduzida da equação do coeficiente angular igual a 2, precisamos do ponto em que a reta corta o eixo y e do valor do coeficiente linear.

Dado que o coeficiente angular é 2, podemos escrever a equação na forma geral como:
y = mx + b
Substituindo o coeficiente angular, obtemos:
y = 2x + b

Agora, para encontrar o valor do coeficiente linear (b), podemos usar um ponto na reta. Vamos supor que essa reta passe pelo ponto (x_1, y_1). Substituindo as coordenadas do ponto na equação, temos:
y_1 = 2x_1 + b

Agora podemos reescrever a equação na forma reduzida, isolando b:
b = y_1 - 2x_1

Portanto, a forma reduzida da equação do coeficiente angular igual a 2 é:
y = 2x + (y_1 - 2x_1)

Resposta: y = 2x + (y_1 - 2x_1)

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