How can you use base-ten blocks to find 1.54 plus 2.37?

Answer 1

For 1.54 you can do one set of 100 then 5 tenths and 4 hundredths. For 2.37 you can to 2 hundreds, 3 tenths and 7 hundredths. 1.54 + 2.37 is 3.91. You can do 3 hundreds, 9 tenths and 1 hundredths.

Answer 2

Well, honey, you can represent 1.54 with one flat, five rods, and four units, and 2.37 with two flats, three rods, and seven units. Add them up by combining the units, rods, and flats separately, regrouping when needed. It's like playing with Legos, but with numbers - simple as that!

Answer 3

To use base-ten blocks to find the sum of 1.54 and 2.37, you would first represent 1.54 with one unit block, five rods (representing tenths), and four units (representing hundredths). Then, represent 2.37 with two unit blocks, three rods, and seven units. Combine the blocks and rods to find the sum: 1 unit + 2 units = 3 units, 5 rods + 3 rods = 8 rods, and 4 units + 7 units = 11 units. Therefore, the sum is 3 units, 8 rods, and 1 unit (carrying over to the next place value).

Answer 4

Oh, dude, base-ten blocks are like the Legos of math, right? So, you can use them to represent 1.54 as 1 unit, 5 tenths, and 4 hundredths, and 2.37 as 2 units, 3 tenths, and 7 hundredths. Then you just like, stack them up and count all the blocks to get the total, which is like 3.91. Easy peasy, math squeezy!