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Find the square root of each of the following by long division method: 

(i) 12544 

(ii) 97344 

(iii) 286225 

(iv) 390625 

(v) 363609 

(vi) 974169 

(vii) 120409 

(viiii) 1471369 

(ix) 291600 

(x) 9653449 

(xi) 1745041 

(xii) 4008004 

(xiii) 20657025 

(xiv) 152547201 

(xv) 20421361 

(xvi)62504836 

(xvii) 82264900 

(xviii) 3226694416 

(xix) 6407522209 

(xx) 3915380329

1 Answer

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Best answer

(i) 12544

Therefore,

\(\sqrt{12544}\) = 112

(ii) 97344

Therefore,

\(\sqrt{97344}\) = 312

(iii) 286225

Therefore,

\(\sqrt{286225}\) = 535

(iv) 390625

\(\sqrt{390625}\) = 625

(v) 363609

Therefore,

\(\sqrt{363609}\) = 603

(vi) 974169

Therefore,

\(\sqrt{974169}\) = 987

(vii) 120409

Therefore,

\(\sqrt{120409}\) = 347

(viiii) 1471369

Therefore,

\(\sqrt{1471369}\) = 1213

(ix) 291600

Therefore,

\(\sqrt{291600}\) = 540

(x) 9653449

Therefore,

\(\sqrt{9653449}\) = 3107

(xi) 1745041

Therefore,

\(\sqrt{1745041}\) = 1321

(xii) 4008004

Therefore,

\(\sqrt{4008004}\) = 2002

(xiii) 20657025

\(\sqrt{20657025}\) = 4545

(xiv) 152547201

Therefore,

\(\sqrt{152547201}\) = 12351

(xv) 20421361

Therefore,

\(\sqrt{20421361}\) = 4519

(xvi) 62504836

Therefore,

\(\sqrt{62504836}\) = 7906

(xvii) 82264900

Therefore

\(\sqrt{82264900}\) = 9070

(xviii) 3226694416

\(\sqrt{3226694416}\) = 56804

(xix) 6407522209

Therefore,

\(\sqrt{640752209}\) = 80047

(xx) 3915380329

\(\sqrt{3915380329}\) = 62573

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