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What approximate value should come in the place of (?) in the following questions?
333.99 + 999.8120 - 30% of 6600.342 = ? × 2.5 + 53 - 23.542
66
- 64
67
- 68
- 78
Let's break it down:
- Calculate 30% of 6600.342:
$$ 0.3 \times 6600.342 = 1980.1026 $$
- Add and subtract values:
$$ 333.99 + 999.8120 - 1980.1026 \approx -646.3006 $$
- Simplify the equation:
$$ -646.3006 = ? \times 2.5 + 5^3 - 23.54^2 $$
- Calculate \(5^3\):
$$ 5^3 = 125 $$
- Calculate \(23.54^2\):
$$ 23.54^2 \approx 554.3716 $$
- Solve for '?':
$$ -646.3006 = ? \times 2.5 + 125 - 554.3716 $$
$$ -646.3006 = ? \times 2.5 - 429.3716 $$
$$ -646.3006 + 429.3716 = ? \times 2.5 $$
$$ -216.9290 \approx ? \times 2.5 $$
$$ ? \approx -86.772 $$
- Round the solution to match options:
$$ ? \approx -87 $$
- No exact match, but closest is Option 5: -78.
So, the correct option is:
Option 5: -78
By: Parvesh Mehta ProfileResourcesReport error
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