To connect 2 rows and 3 dots without touching the line, imagine arranging the dots in a 2x3 grid. You can draw a line that connects the dots by using a zigzag or a looping path that doesn't directly touch the line connecting rows and dots. This way, the connections between the dots are made without a continuous line between them, effectively creating a visual connection without direct contact.
A trend line.
To connect all nine dots using five straight lines, start by visualizing the dots arranged in a 3x3 grid. Begin at the bottom left dot, draw a line diagonally upwards to the top right dot, extend the line out past the grid, then draw a line horizontally left to the top left dot, down to the middle left dot, and finally draw a line diagonally down to the bottom right dot. This approach allows for all dots to be connected without lifting your pen.
To connect the 9 dots with only 4 straight lines, you need to think outside the conventional boundaries of the square formed by the dots. Start from one of the outer dots and draw a line that extends beyond the square, allowing you to connect dots in a diagonal manner. By connecting the dots in this way, you can complete the task without lifting your pen and while adhering to the limit of 4 lines. This exercise demonstrates the importance of creative problem-solving.
When you have two points of a line, you can connect the dots.
To join six dots with four straight lines, you can arrange the dots in a specific pattern, such as forming a hexagon or two rows of three. Start by drawing a line that connects three dots in one row, then extend the line to connect to a dot in the second row. Continue by drawing lines that cross back to connect the remaining dots, ensuring that each line is drawn in a way that doesn't lift your pencil off the paper. This creates a continuous path that links all six dots using only four lines.
in a line
A trend line.
Draw a line from one dot in the center to the other four dots. Or, draw a straight line. Place dots at either end of the line, and place dots in the center of the line.
To connect four dots in two lines without crossing each other, arrange the dots in a square or rectangle. Draw the first line connecting two opposite corners diagonally, and then draw the second line connecting the remaining two corners diagonally. This way, each line intersects at the center of the square or rectangle without crossing over each other.
This question cannot be answered in a sensible way because it is based on a misunderstanding. The dots in a line graph ARE connected. That is what a line graph is. If they are not connected then it is a scatter graph.
To connect all nine dots using five straight lines, start by visualizing the dots arranged in a 3x3 grid. Begin at the bottom left dot, draw a line diagonally upwards to the top right dot, extend the line out past the grid, then draw a line horizontally left to the top left dot, down to the middle left dot, and finally draw a line diagonally down to the bottom right dot. This approach allows for all dots to be connected without lifting your pen.
48....considering the line joins 2 or more dots..-mith sthothra
To connect the 9 dots with only 4 straight lines, you need to think outside the conventional boundaries of the square formed by the dots. Start from one of the outer dots and draw a line that extends beyond the square, allowing you to connect dots in a diagonal manner. By connecting the dots in this way, you can complete the task without lifting your pen and while adhering to the limit of 4 lines. This exercise demonstrates the importance of creative problem-solving.
show a trend
Connect-the-Dots is a simple puzzle for children, in which a picture can be formed by drawing a line between a series of numbered dots. If you "connect the dots," you make a logical connection between facts in order to arrive at a solution.
put all nine dots in a straight line, then any positive number of lines will be sufficient.
It is improper to connect the dots on a graph because experimental data never makes a straight line. the dots in a graph (points) are not guaranteed to be right. hopes this helps SR. :)