you don't
you join the dots without lifting your pen.
Its easy if you are allowed to retrace over one of your lines.- try it and see.
How can you calculate the square root of 1.8E-5 without a calculator?
A square route is a path that goes around a square.
55 is not a perfect square, so the simplest expression (without rounding) is the square root of 55 itself.
you join the dots without lifting your pen.
Its easy if you are allowed to retrace over one of your lines.- try it and see.
yeah you draw the left half circle first, and at the bottom of the half circle you draw a line (long enough to later fit a square) and connect it to another half circle, which connects back to the top. so now you sort of have a square, but with two sides being half circles. starting on where you were left from the half circle, go down diagonal to make one of the lines in the x, go up to make a side of the square, and then diagonal down the other direction to make the x. then continue by going up and finishing the square. that is possible to do without lifting your pen, or retracing your lines. it might sound confusing here, but i tried to explain it best as possible! good luck (:
No. You can have at most two vertices where an odd number of lines meet. The required figure has four.
it is the square blade
Its not possible. *****It actually is possible. Our teacher showed us how to do it later on. You have to draw it all out and then apparently there is one line left and you have to actually fold over the paper to finish it. It's really important where you start it off but I don't quite remember how to start it off. It was really frustrating though.
There are a number of possible configurations for the drawing and the question does not make clear which is intended. One possibility is that of a large square which contains a medium sized square whose vertices are at the midpoints of the sides of the larger square and which, in turn, contains a smaller square defined in the same way. One way to draw this figure would be to start at the midpoint of a side of the largest square and go all the way round it. Then move on to the middle square and draw only half of one side. Move to the smallest square and go all round it. Then continue and complete the middle square.
You start out at the bottom left corner, then draw a line diagonally up to the upper right corner. Now that you're at the top, draw a straight line and end it right above the point where you started. Draw another diagonal line down to the bottom right corner, opposite the starting point. Draw a line upwards up to the top right corner, then draw a triangle above the square without lifting the pencil, and finally, draw a straight line down and then across to finish the square. There are many other ways to do this by reversing the technique, etc. I hope this makes sense. It's difficult to explain without showing it to you.
It might depend on how you draw it, but I don't think it is possible. Draw the figure, and look at the points where lines meet. Count how many of those points are "odd", meaning that an odd number of lines meets there. Each of these points has to be either the starting point, or the end point, and you can only have one starting point and one end point.
How can you calculate the square root of 1.8E-5 without a calculator?
draw a square around it
The 'square knot splice' appears to be a square knot when finished, but actually joins two lengths of rope together. This knot is NOT recommended for heavy lifting or hauling, as is may slip if not secured with subsequent knots above and below.