To draw the number 315 using exactly 36 blocks, you can represent each digit with a specific number of blocks. For example, you could use 3 blocks for the digit '3', 1 block for the digit '1', and 5 blocks for the digit '5'. This totals 3 + 1 + 5 = 9 blocks, but since you need to use 36 blocks, you can create a larger representation by stacking or arranging these digits in a way that visually fills the space with additional blocks while still clearly depicting the number 315.
6 hundreth placethe 6 is in the 1/10 place. 9 is in the 1/100 place.the base ten blocks are a learning tool (not a question about the 10 place, which doesn't exist here, there is only a ones place, a 1/10 place or a 1/100 place), they want you to model the number 1.69 with them. you would take one block that models the 1 in the ones place. then take another one block, divide it into 100 pieces and take 69 of them to model the .69i don't know much about this system. maybe they have 1/10 blocks or 1/100 blocks already. in any case your supposed to be using the system to teach about numbers not using numbers to teach the system.
Yes. If you had 3.5 sevenths, that is exactly a half.
Using Pythagoras' theorem the diagonal distance is 15 blocks
(-3) -8- (-7)=
To draw the number 315 using exactly 36 blocks, you can represent each digit with a specific number of blocks. For example, you could use 3 blocks for the digit '3', 1 block for the digit '1', and 5 blocks for the digit '5'. This totals 3 + 1 + 5 = 9 blocks, but since you need to use 36 blocks, you can create a larger representation by stacking or arranging these digits in a way that visually fills the space with additional blocks while still clearly depicting the number 315.
(2x100)+(15x4)+(7x1)=200+60+7=267
There could be.
suppose you are an ancient Egyptian stone worker. the queen has hired you to make a pyramid. she will give you 140 blocks of stone. the queen shows u a model using 14 blocks. the model is 3 blocks high. facts: the top layer has 1 block, the second layer has 4 blocks and the third layer layer has 9 blocks. you will be able to use all the blocks if you follow the queens model. Look for the pattern. after awhile the pattern becomes clear. 1.how many layers does your finished pyramid have? 2. how many blocks did you use for each layer? 3. describe the pattern 4. could you make another pyramid with 200 blocks following the same pattern?
This model could be a basis or pattern for the generations to come. Using the model economic status could easily be identified.
In the block model approach, mathematical word problems are represented using blocks or diagrams to help visualize the situation. For example, in a problem involving two groups of people, you could represent one group with blue blocks and the other group with red blocks. By visually representing the quantities and relationships in the problem using blocks, students can more easily understand and solve the problem step by step. This approach helps students develop their problem-solving skills and improve their understanding of mathematical concepts.
Using 3 blocks, all different, you could make 4 unique objects different from the individual blocks: For blocks A, B, C, you can create the binary objects AB, AC, and BC and the combination ABC. If changing the way the blocks are connected changes the objects made, you can make the above 4 plus 2 more: ACB, BAC where each of the blocks appears between the other blocks.
The best practices for installing a deck using pier blocks include ensuring the blocks are level and stable, using pressure-treated lumber for the frame, spacing the blocks properly for support, and securing the frame to the blocks with appropriate hardware.
The number of blocks needed depends on whether you are using them for the walls or just the foundation, how high the walls are if you are using blocks forthem, the size of the blocks, and what the size of the bungalow will be.
2000
we're using 100mm blocks and get 60
Add 1 hundred's place block to 20 ten's place blocks to 15 one's place blocks. (1 X 100) + (20 X 10) + (15 X 1) = 100 + 200 + 15 = 315 and you used 36 blocks.