52- 14-1450-5-1998 - -

The correct option is B 5.55Here, 5^2 × 14+1450/5=1998 ÷ x We apply the BODMAS rule to solve this expression ⇒350+1450/5=1998 ÷ x ⇒1800/5=1998 ÷ x ∴ x= 5.55 ...

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Quantitative Aptitude

Solving Inequalities

52× 14+1450/5...

Question

$\frac{5^{2} \times 14 + 1450}{5} = 1998 \div ?$

5.55

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50.5

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5.05

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50.05

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Solution

The correct option is A 5.55
Here, $\frac{5^{2} \times 14 + 1450}{5} = 1998 \div x$
We apply the BODMAS rule to solve this expression
$\Rightarrow \frac{350 + 1450}{5} = 1998 \div x$
$\Rightarrow \frac{1800}{5} = 1998 \div x$
$∴ x = 5.55$

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52×14+14505=1998÷?

The correct option is A 5.55Here, 52×14+14505=1998÷x We apply the BODMAS rule to solve this expression ⇒350+14505=1998÷x ⇒18005=1998÷x ∴x=5.55

$\frac{5^{2} \times 14 + 1450}{5} = 1998 \div ?$

The correct option is A 5.55
Here, $\frac{5^{2} \times 14 + 1450}{5} = 1998 \div x$
We apply the BODMAS rule to solve this expression
$\Rightarrow \frac{350 + 1450}{5} = 1998 \div x$
$\Rightarrow \frac{1800}{5} = 1998 \div x$
$∴ x = 5.55$