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The 425 times multiplication table is a helpful tool for that learning multiplication. For example, 425 times 1 equals 425, while 425 times 20 equals 8,500. By displaying the results of 425 multiplied by successive natural integers, a multiplication table of 425 can be created.
In this article, we will discuss the multiplication table of 425 and provide complete information to assist students and kids in learning the 425 times table up to 20 times.
The table below illustrates the repetitive addition of 425 to obtain the necessary multiple.
425×1 = 425 | 425 |
425×2 = 850 | 425 + 425 = 850 |
425×3 = 1275 | 425 + 425 + 425 = 1275 |
425×4 = 1700 | 425 + 425 + 425 + 425 = 1700 |
425×5 = 2125 | 425 + 425 + 425 + 425 + 425 = 2125 |
425×6 = 2550 | 425 + 425 + 425 + 425 + 425 + 425 = 2550 |
425×7 = 2975 | 425 + 425 + 425 + 425 + 425 + 425 + 425 = 2975 |
425×8 = 3400 | 425 + 425 + 425 + 425 + 425 + 425 + 425 + 425 = 3400 |
425×9 = 3825 | 425 + 425 + 425 + 425 + 425 + 425 + 425 + 425 + 425 = 3825 |
425×10 = 4250 | 425 + 425 + 425 + 425 + 425 + 425 + 425 + 425 + 425 + 425 = 4250 |
Example 1: 425 x 3 – 500
Solution:
Given,
425\times 3-500\
From\,the\,table\,of\,425, we\,have;\
425\times 3 = 1275\
Therefore,\
1275-500 = 775
Example 2. Solve the equation x2 − 425 = 0
Solution:
x^{2} - 425 = 0\
i.e. x^{2} = 425\
x= _{+}^{-}\textrm{}\sqrt{425}\
Since\,the\,value\,of\,the\,square\,root\,of\,425\,is\,20.616,\
x = +\sqrt{425}\,or -\sqrt{425} = 20.616\,or\,-20.616.
Example 3. If the area of a square is 425 in2. Find the length of the side of the square.
Solution:
Let 'a' be the length of the side of the square.
⇒ area of square = a2 = 425 in2
⇒a =\,_{+}^{-}\textrm{} \sqrt{425}
Since length can't be negative,
⇒ a = \textrm{} \sqrt{425}=20.616
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