Solve it 245 - 2322 - 245 - 2322 245 - 232

The correct option is D none of these =(245+232)^2 (245 232)^2(245+232) =(245+232 245+232)(245+232+245 232)(245+232) =2(232)2(245)(245+232) = ...

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Byju's Answer

Standard XII

Mathematics

Absolute Value Function

Solve it 2...

Question

Solve it
$\frac{({(245 + 232)}^{2} - {(245 - 232)}^{2})}{(245 + 232)}$

4

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2

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232

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none of these

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Solution

The correct option is D none of these
$= \frac{{(245 + 232)}^{2} - {(245 - 232)}^{2}}{(245 + 232)}$
$= \frac{(245 + 232 - 245 + 232) (245 + 232 + 245 - 232)}{(245 + 232)}$
$= \frac{2 (232) 2 (245)}{(245 + 232)}$
$= \frac{2, 27, 360 ‬}{477} = 476.65$

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Similar questions

Practice Time
A. (i) 345 + 52
(ii) 492 + 29
(iii) 245 + 93
(iv) 643 + 345
(v) 750 + 219
B. (i) 319+ 823 (ii) 804+ 406 (iii) 363+ 456
(iv) 427+ 248 (v) 684+ 232

Q. Solve the given expression:
245 + 212 - 423 =

Q. Decrease

245

kg by

7 : 4

Evaluate : 2/3(cos30^4-sin45^4)-3(sin²60-sec²45)+1/4cot²30

\sqrt{245} + \sqrt{5}

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Solve it ((245+232)2−(245−232)2)(245+232)

The correct option is D none of these=(245+232)2−(245−232)2(245+232)=(245+232−245+232)(245+232+245−232)(245+232)=2(232)2(245)(245+232)=2,27,360‬477=476.65

Solve it
$\frac{({(245 + 232)}^{2} - {(245 - 232)}^{2})}{(245 + 232)}$

The correct option is D none of these
$= \frac{{(245 + 232)}^{2} - {(245 - 232)}^{2}}{(245 + 232)}$
$= \frac{(245 + 232 - 245 + 232) (245 + 232 + 245 - 232)}{(245 + 232)}$
$= \frac{2 (232) 2 (245)}{(245 + 232)}$
$= \frac{2, 27, 360 ‬}{477} = 476.65$