$259.99 \div 24.99 \times 35.01 - 29.98 \times 9.96 = ?$
Approximate Value Calculation
To find the approximate value, we round the numbers in the equation to their nearest simple values:
- \(259.99 \approx 260\)
- \(24.99 \approx 25\)
- \(35.01 \approx 35\)
- \(29.98 \approx 30\)
- \(9.96 \approx 10\)
Substitute these rounded values into the original equation:
\( \approx 260 \div 25 \times 35 - 30 \times 10 \)
Step-by-Step Calculation
-
Perform the division: \( 260 \div 25 \)
Result: \( 10.4 \)
-
Perform the multiplication: \( 10.4 \times 35 \)
Result: \( 364 \)
-
Perform the other multiplication: \( 30 \times 10 \)
Result: \( 300 \)
-
Perform the subtraction: \( 364 - 300 \)
Result: \( 64 \)
Therefore, the most approximate value for the question mark is 64.
Similar Questions
- Which of the following options is the closest approximate value that will come in place of question mark (?) in the following equation?
$\sqrt[3]{63.998} + \frac{5}{4} \text{ of } 120.01\% \text{ of } 399.89 - 29.99 \div 3.01 = ?$ - Which of the following options is the closest approximate value which will come in place of question mark(?) in the following equation?
$119.99 \div 14.99 \times 25.01 - 19.98 \times 4.96 = ?$ - Which of the following options is the closest approximate value which will replace question mark (?) in the following equation?
(44.97% of 226) + 55.03 $\times$ 4.98 - ? = 140 - Which of the following options is the closest approximate value which will come in place of question mark(?) in the following equation?
$24.99\% \text{ of } 799.897 + 29.989\% \text{ of } 120.010 = 190 + 22.998\% \text{ of } ?$ - Which of the following options is the closest approximate value which will come in place of question mark(?) in the following equation?
$895.98 + 185.01 + 851.86 + 524.09 = ?$ - Which of the following options is the closest approximate value which will come in place of question mark (?) in the following equation?
2.98 of 5 + 1.96 of 5 - 4 $\div$ 2 + 0.98 = ?
Important Questions from Approximation
- $6893.5 \times 603.3 \times 0.3019$ is equal in value to:
$7362 \times 726.8 \times 0.709$ is equal in value to:
- Which of the following options is the closest approximate value that will come in place of question mark (?) in the following equation?
$\sqrt[3]{63.998} + \frac{5}{4} \text{ of } 120.01\% \text{ of } 399.89 - 29.99 \div 3.01 = ?$ - Which of the following options is the closest approximate value which will come in place of question mark(?) in the following equation?
$119.99 \div 14.99 \times 25.01 - 19.98 \times 4.96 = ?$ - Which of the following options is the closest approximate value which will replace question mark (?) in the following equation?
(44.97% of 226) + 55.03 $\times$ 4.98 - ? = 140
