There are four quadrants (hence the name "quad"). Draw a crossing vertical line (Y axis) and horizontal line (X axis). The areas to the "top right", "bottom right", "bottom left" and "top left" are the four quadrants. Which quadrant any given co-ordinate lies in depends upon the sign of the X & Y values. eg (+X,+Y) (+X,-Y) (-X,-Y) or (-X,+Y) respectively.
That sounds sound.
The equal sign is the same as the enter button
If two things are equal (as implied by the equals sign), then if you do something to one of those things (one side of the equal sign), unless you do the same to the other thing (the other side of the equals sign), then the two things will no longer be equal. Thus when solving, if you do not so the same to both sides, the sides will no longer be equal to each other and you will not solve the problem correctly.
1 divided by a number with an exponent is the same as the number to the exponent of opposite sign. For example 1 divided by 2 to the third power is the same as 2 to the minus 3 power
You can divide an area into any number of smaller areas. The special relevance of "quadrants" is that it distinguishes points on a plane by the sign of the coordinates. For example, points in the first quadrant have both the x-coordinate and the y-coordinate positive.
how do you sign the word "same"?
What is the product of three same sign of integers
There are four quadrants (hence the name "quad"). Draw a crossing vertical line (Y axis) and horizontal line (X axis). The areas to the "top right", "bottom right", "bottom left" and "top left" are the four quadrants. Which quadrant any given co-ordinate lies in depends upon the sign of the X & Y values. eg (+X,+Y) (+X,-Y) (-X,-Y) or (-X,+Y) respectively.
The product has the same sign as the numbers.
The sum of a set of addends whose sign is the same is the sum of the absolute values of the addends with the same sign as the addends.
No but it is a little bit the same
Add their magnitudes, and keep the same sign for the sum.
Same place as the minus sign
Do the addition. Keep the sign.
No. Not only that, but they didn't all sign it on the same day.
Yes, you can have all the apps in your PC have the same sign-in pin.