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## 3rd grade

### Unit 10: Lesson 4

Multiply to find area# Finding missing side when given area

Lindsay finds the missing side length on a rectangle when given the area of the rectangle. Created by Lindsay Spears.

## Want to join the conversation?

- I was working on the area of the quadrilaterals but couldn't find the answer to this question. The question was "A square rug has an area of 72.25ft squared. What is the length of one side?" How do I solve it?(2 votes)
- Find the square root of 72.25.(3 votes)

- can someone tell me what is area plz?(7 votes)
- area is multiplying x2(4 votes)

- how do you find the width when you have no length?(5 votes)
- If the area is given then the formula would be: (area/width=length) because (length x width = area)(5 votes)

- if you need help you can always ask me(7 votes)
- I dont understand how do u notice whats the missing lenght(4 votes)
- To solve for the missing length when given the area uses division. If you have a rectangle with the area of 10 and you know that one side is 5 then to figure out the other side you can do 10 divided by 5 to get 2 or do 5 x __ = 10 and then solve for the blank which is the same thing(5 votes)

- How would u find area of a figure/shape if you didn’t have cut out squares?How would it be labeled?(5 votes)
- There would be lines stretching from side to side of both the width and the height . That’s how they would be labeled, and you would multiply the length of the width and the of the height to get your answer.(0 votes)

- can someone tell me what area means?(3 votes)
- Area is the space inside it.(3 votes)

- how can special you divde it by the length or width(4 votes)
- it 8 but if the whole square is 56 and the width of a rectangle is 8 how many meters is the rectangle(4 votes)
- the answer has to be 7 cause 7 x 8 = 56(1 vote)

- 3+7-10*3+6-8=(2 votes)

## Video transcript

- [Voiceover] The picture has an area of 80 square centimeters. What is the width of the picture? So here's our picture, this super fun giraffe listening to music and our picture's shape is a rectangle and we're asked to find the
width of that rectangle. Well, maybe we don't
know a special formula or a special equation to find width, but we do know one to
find area of a rectangle, so let's use that formula
and see how it can help us. We know that area of a
rectangle can be found by multiplying the
length of the rectangle, over here, the length, times the width. So if we multiply the two side lengths of a rectangle, we get its area. And on this picture, in this rectangle, we are told that our area
is 80 square centimeters, so we already know the area, and we can use that to help us. We also know the length. We're told that this
distance from here to here, this length is 10 centimeters,
so the length is 10. Times the width, we don't know the width. That's what we're looking for. So what we do know though,
is that we need our width to be a number that when
it's multiplied times 10, we get 80 for an answer. So what number times
10 equals 80 is eight. Eight time 10 equals 80. So that means the width of our picture is eight centimeters. Let's try one more. A rectangle has an area
of 24 square meters. The width of the rectangle is four meters. What is the length of the rectangle? So this time we don't even
have a picture to look at, but we have enough information
up here to solve this. Again, we can use our
formula that tells us area of a rectangle is the
length times the width. Now we could draw this rectangle. It might be helpful to visualize it, but I'm gonna show you here,
we can actually solve it without ever even seeing the rectangle, because we know the area
is 24 square meters, so the space the rectangle
covers is 24 square meters, and the length, we don't know the length. We're asked what is the length. But we do know that the
width is four meters. So our length has to be some number that when it's multiplied times four, we get 24 for the answer. And that number must be six, because six times four equals 24. So the length of our rectangle is six, and in this case we're
talking about meters, meters.