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Q.
Find the square of the number 95 using Vedic Mathematics.
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a
9025
b
9125
c
8025
d
8125
answer is A.
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Detailed Solution
Concept- To get the squares of the numbers that finish in 5, we shall apply Vedic mathematics to solve this problem. To swiftly arrive at the right solution, we will first comprehend the concept and then apply it.
We must use Vedic mathematics to determine the 95th square.
Before moving on, it is important to understand how Vedic mathematics calculates the squares of numbers that end in 5 before moving on. With the aid of one example, we are able to comprehend the procedure. Let's say we need to calculate the square of 85. then take the subsequent actions:
1. Multiply five by five, and then writeon the right side.
2. Change the left digit by one, such that
3. To find and write the result on the left-hand side.
4. The solution is
Now, let's look at one more example to help with understanding. Let's say we need to locate the square of 105. then take the subsequent actions:
1. Multiply five by five, and then write 25 on the right side.
2. Make the left digit one more, such that 10+1=11.
3. To find , then write it on the left-hand side.
4. The solution is
Now, using the methods below, we can determine the square root of 95:
1. Multiply five by five, and then write 25 on the right side.
2. Increase the left digit by one, such that
3. To find 90, multiply 10 by 9 and write the result on the left-hand side.
4. The solution is .
Consequently, 9025 will be the square of 95.
Hence, the correct option is.
We must use Vedic mathematics to determine the 95th square.
Before moving on, it is important to understand how Vedic mathematics calculates the squares of numbers that end in 5 before moving on. With the aid of one example, we are able to comprehend the procedure. Let's say we need to calculate the square of 85. then take the subsequent actions:
1. Multiply five by five, and then writeon the right side.
2. Change the left digit by one, such that
3. To find and write the result on the left-hand side.
4. The solution is
Now, let's look at one more example to help with understanding. Let's say we need to locate the square of 105. then take the subsequent actions:
1. Multiply five by five, and then write 25 on the right side.
2. Make the left digit one more, such that 10+1=11.
3. To find , then write it on the left-hand side.
4. The solution is
Now, using the methods below, we can determine the square root of 95:
1. Multiply five by five, and then write 25 on the right side.
2. Increase the left digit by one, such that
3. To find 90, multiply 10 by 9 and write the result on the left-hand side.
4. The solution is .
Consequently, 9025 will be the square of 95.
Hence, the correct option is.
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