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Selected explanations of American mathematics problems.
What is the intercept (i.e. intersection point) of equation 6x-2y=-4 on the Y axis?

A:-2 B:-2/3 C: 2 D: 2/3 (The title is 2, is it wrong? )

(The answer is obvious, it is C: 2)

Oblique section of linear equation

The expression of oblique section is: y =mx+b, m is the coefficient or slope of straight line, and b is the intercept or intersection of straight line and Y axis.

The solution to the problem is to rewrite the equation 6X-2Y = -4 given to you into this format.

Now, start to change to y = mx+b format.

Step 1: 6X-2y = -4 X Project shift:

Step 2: Convert the coefficient of -2y =-4-6xy into 1 (that is, divide both sides by -2 at the same time).

Step 3: y = (-4-6x) ÷(-2) Now complete the division.

Step 4: y = 2+3x collate and convert into y = mx+b format.

Step 5: y = 3x+2

Next, try the following additional number learning exercises:

A. true/false: 6(Y+5) = 6Y+5, which is an example of the distribution rate.

True or false: 7(P+Q) = 84 is equivalent to 7P+Q = 84.

C. Right and wrong: an example of equation transformation of 5P-9Q = 9Q-5P.

D. solution: 7(X-2) = 8(X+3), and find the value of x.