What is the area of the triangle formed by the line 3x-4y-12 = 0 and the two axes?
y=3/4x-3
Intersection X-axis (4,0)
Intersection Y-axis (0, - 3)
4*3*1/2=6
RELATED INFORMATIONS
- 1. It is known that the equation of the line L is 3x + 4y-12 = 0. The equation of the line L 'is solved so that the triangle area bounded by L' and l 'is 6
- 2. Find the equation of the line L with circumference 24, which is perpendicular to 3x + 4y-12 = 0 and surrounded by two coordinate axes
- 3. 5. The linear equation of a triangle perpendicular to 3x-4y = 7 and with a circumference of 10 formed by two coordinate axes is?
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- 11. It is known that the equation of line L is 3x + 4y-12 = 0. The equation of line L 'is: l' is perpendicular to L, and the area of triangle enclosed by L 'and coordinate axis is 4
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