Introduction to solve accuracy:
In mathematics, accuracy is defined as the most important topic. Accuracy is mainly used to find the approximate values. When we divide the two numbers, if the answer comes in decimal points means, then the obtained answer is rounded off to a nearest integer value. The concept of making the approximate numbers is known as the accuracy. In this article, we are going to solve many examples about the accuracy. I like to share this Subtraction Word Problems with you all through my article.
Explanation to Solve Accuracy
The explanation to solve accuracy is given below the following section,
Example:
The value of the golden ratio is given by 1.61803399
The value of accuracy given for the golden ratio is 1.618
The concept of rounding off the value to its nearest integer is known as the accuracy. Understanding Basic Fractions is always challenging for me but thanks to all math help websites to help me out.
Example Problem to Solve Accuracy
Problem 1: What is the accuracy by solving the division problem, 6589 `-:` 3226
Solution:
Step 1: Given:
6589 `-:` 3226
Step 2: Divide:
6589 `-:` 3226
= 2.0424674
Step 3: Accuracy:
2.0424674
= 2.04 ( The obtained number is rounded off to nearest integer)
Result: Accuracy = 2.04
Thus, this is the obtained answer for solving the accuracy.
Problem 2: What is the accuracy by solving the division problem, 8964 `-:` 3645
Solution:
Step 1: Given:
8964 `-:` 3645
Step 2: Divide:
8964 `-:` 3645
= 2.459259
Step 3: Accuracy:
2.459259
= 2.45 ( The obtained number is rounded off to nearest integer)
Result: Accuracy = 2.45
Thus, this is the obtained answer for solving the accuracy.
Problem 3: What is the accuracy by solving the division problem, 7893 `-:` 4569
Solution:
Step 1: Given:
7893 `-:` 4569
Step 2: Divide:
7893 `-:` 4569
= 1.72751149
Step 3: Accuracy:
1.72751149
= 1.72( The obtained number is rounded off to nearest integer)
Result: Accuracy = 1.72
Thus, this is the obtained answer for solving the accuracy.
Practice Problem to Solve Accuracy
Problem 1: What is the accuracy by solving the division problem, 9785 `-:` 2456
Answer: 3.98
Problem 2: What is the accuracy by solving the division problem, 6987 `-:` 1265
Answer: 5.52
In mathematics, accuracy is defined as the most important topic. Accuracy is mainly used to find the approximate values. When we divide the two numbers, if the answer comes in decimal points means, then the obtained answer is rounded off to a nearest integer value. The concept of making the approximate numbers is known as the accuracy. In this article, we are going to solve many examples about the accuracy. I like to share this Subtraction Word Problems with you all through my article.
Explanation to Solve Accuracy
The explanation to solve accuracy is given below the following section,
Example:
The value of the golden ratio is given by 1.61803399
The value of accuracy given for the golden ratio is 1.618
The concept of rounding off the value to its nearest integer is known as the accuracy. Understanding Basic Fractions is always challenging for me but thanks to all math help websites to help me out.
Example Problem to Solve Accuracy
Problem 1: What is the accuracy by solving the division problem, 6589 `-:` 3226
Solution:
Step 1: Given:
6589 `-:` 3226
Step 2: Divide:
6589 `-:` 3226
= 2.0424674
Step 3: Accuracy:
2.0424674
= 2.04 ( The obtained number is rounded off to nearest integer)
Result: Accuracy = 2.04
Thus, this is the obtained answer for solving the accuracy.
Problem 2: What is the accuracy by solving the division problem, 8964 `-:` 3645
Solution:
Step 1: Given:
8964 `-:` 3645
Step 2: Divide:
8964 `-:` 3645
= 2.459259
Step 3: Accuracy:
2.459259
= 2.45 ( The obtained number is rounded off to nearest integer)
Result: Accuracy = 2.45
Thus, this is the obtained answer for solving the accuracy.
Problem 3: What is the accuracy by solving the division problem, 7893 `-:` 4569
Solution:
Step 1: Given:
7893 `-:` 4569
Step 2: Divide:
7893 `-:` 4569
= 1.72751149
Step 3: Accuracy:
1.72751149
= 1.72( The obtained number is rounded off to nearest integer)
Result: Accuracy = 1.72
Thus, this is the obtained answer for solving the accuracy.
Practice Problem to Solve Accuracy
Problem 1: What is the accuracy by solving the division problem, 9785 `-:` 2456
Answer: 3.98
Problem 2: What is the accuracy by solving the division problem, 6987 `-:` 1265
Answer: 5.52
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