Afarmer divides a rectangular piece of land with a perimeter of 140 yards into two triangular parts as shown in the diagram. if the area of abc is 600 square yards, what is the area of acd?

Even without doing the math, (and without having the requisite diagram to view), it seems likely that the rectangle was simply divided along the diagonal. And, if that's the case then the two triangles formed would have the same area. So, if one triangle's area ABC is 600 sq. yds. as the problem states, then the other triangle ACD also would be 600 sq. yds.

But if we do the math anyway, we can get the same result.

Keep in mind that:

P of rectangle = 2 ( l + w)

A of rectangle = (l x w)

A of triangle = h x b divided by 2

I'd say that the length of the rectangle is 40 and the width is 30.

P of rectangle is 2 (30 + 40) = 140 check

A of rectangle is 30 x 40 = 1,200 check

A of triangle is 30 x 40 divided by 2  = 600 check

the answer is 600

Step-by-step explanation:

this is the answer because in the picture its divided evenly which means the area of one side is the same as the other .

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step-by-step explanation:

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