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Why is the square ft of a square 20x20 larger than the square ft of a rectangle 10x30?
The area of rectangles (including squares) is given by length x width. for the square 20 x 20, its area is 20 x 20 = 400 For the rectangle 10 x 30, its area is 10 x 30 = 300 If the shapes are divided up into 10 x 10 squares, it can be seen that the square has four of them, where as the rectangle will only have three: ................................................. ......20 x 20..........10 x 30.......... .....---------.......-------------.... .....|.....|.....|......|.....|.....|.....|.... .....|.....|.....|......|.....|.....|.....|.... .....|---+---|......-------------.... .....|.....|.....|.............................. .....|.....|.....|..Each little square.. .....---------.......is 10 x 10......... .................................................
How do you integrate the integral of quantity of x plus 2 divided by x squared plus x plus 1?
3
How do you integrate square root of 1 over x-1 dx?
2
What is the answer to 250 square root minus 40 square root divided by 2?
I'm guessing you mean: √250 - √40/2 = √(25 x 10) - √(4x10)/2 = √25 x √10 - √4 x √10/2 = 5 √10 - 2 √10/2 = 5 √10 - √10 = 4 √10
What is 4 divided by X equals 10?
4 divided by x equals 10 = 0.4
