348 - 29 - 15-156-3-120

The correct option is B 6348 + 29 × 15 + 156 = (?)^3 + 120 Applying the BODMAS rule, we get 12 × 15 + 156 (?)^3 + 120 ⇒ 336 120 = (?)^3 ⇒ (?)^3 = 216 ⇒ ? = √ ...

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Byju's Answer

Standard XII

Mathematics

Binomial Theorem

348 ÷ 29 × 15...

Question

$348 \div 29 \times 15 + 156 = (?)^{3} + 120$

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Solution

The correct option is B 6
$348 + 29 \times 15 + 156 = (?)^{3} + 120$
Applying the BODMAS rule, we get
$12 \times 15 + 156 (?)^{3} + 120$
$\Rightarrow 336 - 120 = (?)^{3}$
$\Rightarrow (?)^{3} = 216$
$\Rightarrow ? = \sqrt[3]{216} = 6$

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Q. If

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gives

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, what will be the remainder?

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348÷29×15+156=(?)3+120

The correct option is B 6348+29×15+156=(?)3+120 Applying the BODMAS rule, we get 12×15+156(?)3+120 ⇒336−120=(?)3 ⇒(?)3=216 ⇒?=3√216=6

$348 \div 29 \times 15 + 156 = (?)^{3} + 120$

The correct option is B 6
$348 + 29 \times 15 + 156 = (?)^{3} + 120$
Applying the BODMAS rule, we get
$12 \times 15 + 156 (?)^{3} + 120$
$\Rightarrow 336 - 120 = (?)^{3}$
$\Rightarrow (?)^{3} = 216$
$\Rightarrow ? = \sqrt[3]{216} = 6$