Question

If m=3 and b=6, what is the correct slope intercept equation​

Answer 1

The correct slope intercept equation is $\bf \red{y = 3x + 6}$

Given:

• If m=3 and b=6.

To find:

• What is the correct slope intercept equation ?

Solution:

Formula to be used:

Slope intercept form: $\bf y = mx + b$

here,

m: slope of line

b: Y-intercept form

Step 1:

Write the given terms.

$m = 3$

and

$b = 6$

Step 2:

Put the values in equation.

$y = 3x + 6$

Thus,

Correct Slope-intercept form of equation is y = 3x+6.

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Learn more:

1) Reduce x + 7y = 0 into (i) slope intercept form

(ii) intercept form .

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2) Find the equation of the line passing through the point (-3.6, 2.1) and parallel to the line 4.9x + 5.4y = 3

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Answer 2

Given:

• m = 3
• b = 6

To Find:

• The slope-intercept equation.

Solution:

The general slope-intercept equation is given by,

y = mx+b → {equation 1}

The above equation is usually used for straight lines in geometry.

where "b" represents the y-value of the y-intercept point and "m" is the slope of the line.

The values of "m" and "b" are already given therefore we can get a slope-intercept by substituting the values in equation 1.

The new slope-intercept is given by,

y = 3x+6 → {equation 2}

On comparing equations 1 and 2 we can say that y = 3x+6 is the slope-intercept equation.

∴ The slope-intercept equation is y = 3x+6