The fraction strips that you can make if you start with a thirds strip is a fraction strip with, 1,2,3,4,5,6,7,8,9, or any other number with using a third fraction just drawing it in a fraction strip.
You can make eights or sixteenth
Well honey, if you've got a fraction strip folded into twelfths, you can measure lengths in twelfths! Each section represents one twelfth of the whole strip, so you can measure anything from one twelfth all the way up to twelve twelfths (which is just a fancy way of saying the whole darn strip). So, get measuring and don't let those twelfths intimidate you!
To calculate the number of 10cm strips that can be cut from a length of 5m 60cm, we first need to convert the length to centimeters. 5m 60cm is equivalent to 560cm. Then, we divide the total length by the length of each strip: 560cm / 10cm = 56 strips. Therefore, 56 strips of 10cm can be cut from a length of 5m 60cm.
it's 30. stupid trade calculations.
Oh, dude, seriously? Alright, so 25cm is the same as 250mm because there are 10mm in 1cm. If the first strip is 220mm, and the second one is 25cm longer, that's 250mm longer. So, 220mm + 250mm equals 470mm. Like, math is wild, man.
You can make the 8 12 16 strip
You can fold a thirds strip in half and then in half again and you get twelfths.
its equal not the answer
To fold your 6 fraction strips, start by laying them flat on a surface. Fold each strip in half lengthwise to create a crease, then unfold it. Next, fold each strip in half again to divide it into quarters, creating additional creases. Finally, you can fold them into eighths if needed, ensuring each strip represents the desired fraction accurately.
You can make eights or sixteenth
A quarter.
If your teacher gave you an eighths strip like the one you made in Problem 1.2, which of the fraction strips you folded for Problem 1.2 would have more than one mark that lines up with the marks on the eighths strip?
To draw a fraction strip, start by determining the total number of equal parts you want to represent, which corresponds to the denominator of the fraction. Use a ruler to draw a long rectangle, then divide it into equal segments based on that number. Shade or color the segments that correspond to the numerator of the fraction. Label the strip with the fraction to clearly indicate the part being represented.
A fraction strip is simply a paper used to find fractions of a whole.
The first surge strip was released in 1961. Olson Electronics distributed the strips.
To draw a strip diagram, start by identifying the quantities involved in the problem and representing them as rectangular strips. Each strip should be proportional in length to the quantity it represents. Label each strip with the corresponding values or variables, and use different colors or patterns to distinguish between different quantities if necessary. Finally, ensure that the strips are clearly aligned to visually demonstrate relationships or comparisons between the quantities.
it move to the strips