area
Think, this is a rhombus, so the only way to split it into two triangles would be to cut it diagonally.
6?
Incorrect, assuming that you split the `area of the rhombus` into 2 triangles, meaning that it would just be half of 2.
half of 3\2?
right you keep going with the triangles -- the answer you gave for A is mashed up -- check image which i am attaching
i type all of it from there
Area of a parallelogram is A = bh You have b = 3, h = 2/3 So the area is: A = 3*(2/3)
You can split the parallelogram in half by adding any diagonal
ok the answer is 2?
Yes for the parallelogram
The area of the rhombus is 2 yeah.
ok thanks so i type what in words
So splitting it into 2 `even` triangles would just be `1` for each.
ok
You decompose the parallelogram by adding a diagonal AC or BD
Both the triangles will have same area as both have same base and height
i got the first part
My last two posts are about part B
|dw:1622059312378:dw| tThis is what s/he means by splitting it by it's diagonals.
do i put then?
then you decompose?
Each of the triangles will have area: A = 1/2bh
|dw:1622059476849:dw| And this is where they say all angles and sides would be congruent.
You have the value of bh already, its 2
as I said, why are you mashing it all up it is such an eh work you did there id suggest you use this, which I pre-wrote for you :D Part A: Area of parallelogram = base * height; based on the image, the parallelogram base is 3, and the size is 2/3. substituting that into the formula will be area of parallelogram = 3 * 2/3, which is equal to 6/3. 6/3 simplified is 2. We can say that the area of the parallelogram is 2 feet square. Part B: we can decompose this parallelogram into two triangles by adding one of its diagonals, respectively AC or BD. to find the area of each triangle, the formula is area of one triangle=1/2*base*height where just like in the parallelogram, the base of the parallelogram is 3, and the height is 2/3. Knowing that the area of one of the triangles would be 1/2*3*2/3, which is the same as 1/2*2. so the area of one triangle is 1 foot square
keep part A?
no do not keep it -- its confusing; use the one i did. so many replies above to get to one single conclusion eh :\
ok
thanks again
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