Wiki User
∙ 8y agoarea_parallelogram = length_of_one_side × perpendicular_distance_to_its_parallel_side.
Wiki User
∙ 8y agobase times height just like a rectangle easy right
area of parallelogram= base*height perimeter= 2(length+breadth)
No. Every rule that applies to a parallelogram applies to a rhombus, plus more.
It depends on the patterns.
Something like "Write a false statement".
The rule for finding the area of a parallelogram is a simple equation of A=bh. For this equation, the A is area, b is base, and h is height. The area of a parallelogram is equal to the shape's base multiplied by the shape's height.
base times height just like a rectangle easy right
area of parallelogram= base*height perimeter= 2(length+breadth)
No. Every rule that applies to a parallelogram applies to a rhombus, plus more.
Write an equation of 3/8×112
C(p) = 0.59p
2.3,2.5,2.4,2.6,2.5
It depends on the patterns.
In algebra, the Rule of 4 is basically four different ways you can express something mathematically. For example, if I was told I had to show how to multiply -62+-8, I would show it in a Rule of 4. In the Rule of 4, there are four boxes. I would write the problem in words in the first box, then write it in numbers in the second box, in the third one I would write answer, and then write how I got the answer. P.S, the answer is 54
Apollo was the Greek god of music, poetry, art, oracles, archery, plague, medicine, sun, light, and knowledge. He did not specifically "rule" over a defined geographic area like some other deities in Greek mythology. He was more commonly associated with Mount Olympus as one of the principal Olympian gods.
There are actually two answers. parallelogram and trapezoid. No. wait, a square or rectangle is a parallelogram, so I can't rule out that entire class. I guess you are left with trapezoid. Oh wait, a trapezoid can have two right angles and still fit the definition, so I can't rule out that entire class. A non-right triangular section would fit. A non-right trapezoid would be the same thing, I guess. A non-right parallelogram would also work.
you write it like this (x,y) ----> (-x+4, y-5)