A plus sign (+) would be a pair of perpendicular line segments.
Press MODE and select NORMAL at the top. (You may notice that SCI was selected for scientific notation.)
FALSE
Draw a straight vertical line that passes through x=1 so it should it should be a continuous line (unless a range is stated) on the line where the x is always equal to 1.
Draw a straight line through the point on the y-axis where y=2, and give it a slope of -4.
1. Draw a straight, vertical line. 2. Draw a line straightly from its tip going between horizonal and vertical, like a plus. 3. Draw a line straightly from its tip directly horizontally. 4. Draw a line straightly from its tip going in between the lines drawn in step 1 and 3. 5. Connect the extra lines straightly.
A plus sign (+) would be a pair of perpendicular line segments.
The easiest way... cout << "____________________________________________________"; The line is just a bunch of underscores ( Shift + the "-" key beside zero (0))
Press MODE and select NORMAL at the top. (You may notice that SCI was selected for scientific notation.)
void line(int length) { for(int i=0; i<length; ++i) std::cout<<'_'; std::cout<<std::endl; }
FALSE
There needs to be at least 5 points on the graph for an accurate line, and you must label the line the original equation, which you put right next to the line. Plus, you have to draw little arrows on both ends of the line if the domain of the equation is not restricted. If it is restricted, for example, y > 4, then you make a ray, and only draw an arrow on one end of the line.
Draw a straight vertical line that passes through x=1 so it should it should be a continuous line (unless a range is stated) on the line where the x is always equal to 1.
Yes. To access it, press [Math], scroll over to PRB [>] [>] [>] [>], and select option [4].
You have to draw the x and y axes, probably from -5 to 5 on each Then plot the point (-4,-2) and the point (0,2) because the intercept is two. Then draw a line between the two points, and continue it either side!
You draw a straight line through (0,b) which has a slope of m.
Sorry, it's impossible to draw with a keyboard!