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Learning a table of 125 can be hard, but once done it makes various calculations easy. This might be a cumbersome process but make you quick and efficient in doing complex questions fast. People who are willing to get into higher studies or appear for some competitive exams need to learn these tables to save time when long calculations are involved. Table 125 is the addition of the number to achieve the successive natural numbers. You can also obtain the table by multiplying 125 with natural numbers to obtain its table. An illustrative example of the same is 125+125+125+125=500. We know that 125\times 4=500
In this article, you will see Table 125 up to 20. You will be provided with the multiplication table’s chart so that it becomes easier for you to grab table 125 faster. You can also understand the method of creating tables through this article.
The Table of 125 up to 20 is written below. This is done so that students can learn Table 125 faster and easier. This is meant for a deeper understanding of the multiplication of students. They can Learn and understand the table which is helpful for them in the long run when complicated calculations get involved. This is more helpful for scholars who have a keen interest in maths and wish to enhance their calculative knowledge. Tables of huge numbers are really helpful for complex equations.
Number 125 can be added to 125 every time to obtain the 125 times table. The table can also be obtained by multiplying 125 by any other natural number.
125
125 + 125 = 250
125 + 125 + 125 = 375
125 + 125 + 125 + 125 = 500
125 + 125 + 125 + 125 + 125 = 625
125 + 125 + 125 + 125 + 125 + 125 = 750
125 + 125 + 125 + 125 + 125 + 125 + 125 = 875
125 + 125 + 125 + 125 + 125 + 125 + 125 + 125 = 1000
125 + 125 + 125 + 125 + 125 + 125 + 125 + 125 + 125 = 1125
125 + 125 + 125 + 125 + 125 + 125 + 125 + 125 + 125 + 125 = 1250
125 | X | 1 | = | 125 |
125 | X | 2 | = | 250 |
125 | X | 3 | = | 375 |
125 | X | 4 | = | 500 |
125 | X | 5 | = | 625 |
125 | X | 6 | = | 750 |
125 | X | 7 | = | 875 |
125 | X | 8 | = | 1000 |
125 | X | 9 | = | 1125 |
125 | X | 10 | = | 1250 |
125 | X | 11 | = | 1375 |
125 | X | 12 | = | 1500 |
125 | X | 13 | = | 1625 |
125 | X | 14 | = | 1750 |
125 | X | 15 | = | 1875 |
125 | X | 16 | = | 2000 |
125 | X | 17 | = | 2125 |
125 | X | 18 | = | 2250 |
125 | X | 19 | = | 2375 |
125 | X | 20 | = | 2500 |
Sheena bought 8 notebooks. Each cost her 125 rupees. What was the total money she spent on buying notebooks?
Ans: Each notebook cost 125.
The number of books she bought =8
Total money she paid= 125\times 8=1000
1 Kg of Rice costs 125 rupees. Mary bought 6 kg of rice. How much did she spend?
Ans: Cost of 1 kg Rice= 125
Total Rice she bought= 6 kg
Total money she spent= 125\times 6=750
Raju travelled at a speed of 125 km/hr. He travelled for 8 hours. How much distance did he cover?
Ans: Raju’s speed= 125 km/hr
Raju’s travelling time= 8 hours
Distance= Speed X time
= 125\times 8=1000
Ram had 125 toffees. Each cost him 5 rupees. How much money did he spend to buy 125 of them?
Ans: Number of toffees Raju has = 125
Cost of each Toffee = 5
Total money spent = 125\div 5=25
125\times 12=1500
125, 250, 375, 500
m=2250/125
=
2250\div 125=18
factors are numbers that divide 125 completely. Thus, 5 and 25 are two factors of 125.
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