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i think that you not could have the exact same area and perimeter because if you multiply and get the same answer for the area and the perimeter it wont make sence for example:

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I think that a rectangle can't have the same area and perimeter.For example if you have a rectangle and the length is 6 and the width is 4 the area will be 24 and the perimeter will be 20

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i think it can for example if the area is 20 and the perimeter is 16 and you and 4 it is 20.

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no because you add for perimeter and multiply say the perimeter is 3 and 5 you would have to add for every side and it will be16 in and for area you have to multiply say the length is 10 and the height is 9you would have to do 9*10 and you would get 90 in 2 .

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Question #1
Yes, a rectangle can have the same are and perimeter because 6x3 is 18 and 6+6+3+3 is 18.

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the answer is 80 because 100 minus 20 equals 80. 20 on each side because 20 times 4 equals 80

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In my perspective a rectangle  can have the same exact area as it perimeter.

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No a rectangle can't have the same exact area as it does in perimeter.For instance,surface area uses many different dimensions such as lw,hl,wh,and some of these problems are used by Area, and Perimeter.Also,the area is the inside of a shape.In the other hand,the perimeter is the outside of the shape.

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the dimension of the second rectangle is 80 units because it say the first one is 100 units and the second one is 20 less which is 20 -100 is 80 units .

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No it can´t because for perimeter we add all the sides and for area we multiply the length and width.This is how you find perimeter:3+4+6+1=14.     This is how you find area:3x4=12. ;)

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the will never get the same answer because in area you need to the outside

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you have to pick difference number for the perimeter because is the perimeter numbers are all the same the perimeter is of a square and were finding the perimeter of a rectangle.

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no because you add for perimeter and multiply say the perimeter is 3 and 5 youwouldhavetoaddforeverysideanditwillbe16 andforareayouhaveto multiply say the length and height

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No,because a rectangle has 2 different sides because the length is wider and the sides are shorter

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if the perimeter of the rectangle is 20 units,a dimensions for this rectangle can be 5 and 5 or 4 and 6 because 4+4+6+6 would equal 20 and 5+5+5+5 would equal 20

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question no 3
In my perspective if the perimeter is 20 the possible dimensions of the rectangle is 5 to each side so if you plus 5+5+5+5 that will give you 20 perimeter.

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I think that a rectangle cant have  the same answer because if you are doing a perimeter questions your answer will be in units and if you are doing a area question your answer will be in unit square.

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For question 3 i think the perimeter for the rectangle should be 4+6+4+6 which equals 20 ,also i think its that because a rectangle should not have the same length because that is a perimeter for a square.

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Yes. A rectangle can have the same area as it does to perimeter. When you get the area or perimeter you get the same answer, but for area you have a square unit. For example: the picture shown below shows a rectangle, you have to find the perimeter of it. And the formula for it is  P= 2(l+w). P= 2(7+12)=38 And

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A rectangle can not have the same area as the perimeter. For example: A rectangles length is 2 and the width is 5, then we find area the area is 10 but now let's find perimeter so when add 2+2++5+5=14. So now we know that the area of a rectangle can not be the same as the perimeter.

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I think the rectangle does not have the same area or the perimeter because in the area you multiply and in perimeter you add all the sides. For example if we have 4+2=6 so that is a perimeter. And if we have 4*2=8. so we have the different area and perimeter.In perimeter i add 4 and 2=6 and in area i multiply 4 and 2=8.

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#1
Yes, a rectangle can have the same area and perimeter for example:6x3 is 18 and 6+6+3+3 is 18.

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For question 1, not all rectangle's can have the same area because  some other rectangle have different size's .

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question #2
The dimensions of the second rectangle could be around 2000 because i multiplied 100 times 2 and then i got 2000.

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Question #3
If the perimeter of a rectangle is 20 units then the dimensions might be 6,4.Before of all i want to clarify that the formula for perimeter is 2(L+W).So if we follow the formula and rewrite it by replacing you should get this....2(6+4)which will equal 20 no matter if you used distributive property.
DONE!!!!

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NO because area is the inside and the perimeter is the outside.

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No a rectangle cannot have the same area like the perimeter because the numbers may be different .For example,in perimeter you count the outside and in area you count the inside of the shape.

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A rectangle can't have the same area as the perimeter because it might have a different lengh and a different width plus perimeter formula is 2(L+W) and area has a different formula and you get a different product

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a rectangle cannot have the exact area as its perimeter because the perimeter is going to have a different numbers than the area because the area is the inside which you are going to have to multiply the length with the width and the perimeter, you multiply whatever number number they give you that is in the outside which you have to add every side the same has.
EX. the width is 8 and the length is 7 of a rectangle. The area is 56 and 8+8+7+7=30

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1:A rectangle can't have the exact same area as it does perimeter because perimeter is units and area is square units,there is a difference on how to solve it.

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Yes A Rectangle Can Have The Same Perimeter and Area Because For Example that said 7x3 it will be the same because if u do 7+7+3+3 u Will Get  21 Witch is The Same

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The perimeter of a rectangle is 20 units. What could be the dimensions of this rectangle? Explain your thinking with work to show or proof.

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The area of one rectangle is 100 sq units. A second rectangle has an area that is 20 sq units less than that. What could be the dimensions of the second rectangle? Explain with proof

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Can a rectangle have the exact same area as it does perimeter? Explain when and show your proof with thinking or example

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Answer 1,2, or all of the following questions in your own post.  Make your post connect to one or more below. Write your name in the title space.