7. Carl says that the system 3x + y = 2 and 2y = 15 - 16x has no solutions. Which of the following reasons would support his statement? I The graphs of the system of equations show parallel lines. II. The graphs of the system of equations show intersecting lines. IIL The two lines as described the equations in the system have the same slope. a I and II b. I and
III c. II and III d. I, II and III
III c. II and III d. I, II and III
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Answer:
The given problem is an application of 2 linear equation.
In mathematics, linear equation define as any equation that can be written in the standard form of ax + b = 0. where a and b are real numbers.
System of linear equation is a collection of two or more linear equations involving the same set of variables. One method to solve for unknown variables is graphing the equation. The intersection point of two lines is the value of two unknown variables.
In this case, you can graph the two equation 3x +y = 2 and 2y = 15 - 6x. When you graph the two, it results a parallel line, parallel line also have the same slope.
Answer: B. I and III
#Hope it helps
sorry this all i know...
Learn how to graph system of equation there at brainly.ph/question/7493430
But pls brainliest me pls
Thank you ^w^
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