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3. A mason lays 188 blocks the first day, 210 the second day, 300 the third day, 275 the fourth day, and 320 the fifth day. What is the total number of blocks laid during the week?

5. A mason lays 30 blocks per hour. How many blocks will be laid in 24 hours of work?

7. If the completed walls are 12 courses high, how many blocks will it take to build it up to the top? Assume no openings are being allowed.

9. If one ton of sand is required for every eight bags of masonry cement, how much sand will be needed? Round off to the nearest one-half ton to account for waste.

Answer :

To find the total number of blocks laid during the week, you need to add up the number of blocks laid each day.


First day: 188 blocks
Second day: 210 blocks
Third day: 300 blocks
Fourth day: 275 blocks
Fifth day: 320 blocks
To find the total, you add up these numbers:
188 + 210 + 300 + 275 + 320 = 1293 blocks
So, the total number of blocks laid during the week is 1293 blocks.


If a mason lays 30 blocks per hour, you can find the number of blocks laid in 24 hours by multiplying the number of blocks laid per hour (30 blocks) by the number of hours worked (24 hours):
30 blocks/hour * 24 hours = 720 blocks
So, the mason will lay 720 blocks in 24 hours of work.


If you know the number of bags of cement needed, you can find the corresponding amount of sand needed by dividing the number of bags by 8 and then multiplying by 1 ton.
Let's say you need 16 bags of cement.
16 bags / 8 bags = 2
2 * 1 ton = 2 tons
So, if you need 16 bags of cement, you will need 2 tons of sand.

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