Find two consecutive numbers such that the sum of four times the first and triple the second is 157. (linear function)

Find two consecutive numbers such that the sum of four times the first and triple the second is 157. (linear function)

1 thought on “Find two consecutive numbers such that the sum of four times the first and triple the second is 157. (linear function)”

  1. So, 22, 23 are the two numbers.

    What is linear and polynomial function?

    There are two distinct but related ideas that are referred to as linear functions: A polynomial function of degree 0 or 1 is referred to as a linear function in calculus and related fields if its graph is a straight line.
    Consecutive numbers are preceding and following, hence we need two numbers so that
    X+1=Y
    or
    X- Y = -1
    In addition, we are aware of
    4x + 3y = 157
    Let’s increase the top equation by 3 times.
    We get
    3x – 3y = -3
    Then we combine that with the bottom equation.
    4x + 3y = 157
          7x= 154
           x = 22
    Afterward, we substitute x into the initial equation,
    22+1 = 23
    So, 22, 23 are the two numbers.
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