Math, asked by yakshrajaggraw3994, 8 months ago

The value of (361)3+(139)3/(361)3-361*139+(139)2

Answers

Answered by ARYAN115036S
37

Answer:

Given expression,

(361^3 + 139^3)\div (361^2-361\times 139+139^2)(3613+1393)÷(3612−361×139+1392)

Using the formula,

a³ + b³ = (a+b)(a² - ab + b² )

⇒ 361^3 + 139^3=(361 + 139)(361^2-361\times 139+139^2)3613+1393=(361+139)(3612−361×139+1392)

By substituting the value,

\frac{361^3 + 139^3}{361^2-361\times 139+139^2}=\frac{(361 + 139)(361^2-361\times 139+139^2)}{361^2-361\times 139+139^2}3612−361×139+13923613+1393=3612−361×139+1392(361+139)(3612−361×139+1392)

= 361 + 139

= 500

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Step-by-step explanation:

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Answered by AnubrotaBagchi
7

Answer:

47045881

19775597813191360

−361x

Step-by-step explanation:

47045881+

361

3

139

3

−361x+139+139

4

47045881+

361

3

2685619

−361x+139+139

4

47045881+

47045881

2685619

−361x+139+139

4

47045881

2213314919066161

+

47045881

2685619

−361x+139+139

4

\frac{2213314919066161}{47045881}=47045881

\frac{2685619}{47045881}\approx 0.057085104

\frac{2213314919066161+2685619}{47045881}-361x+139+139^{4}

47045881

2213314919066161+2685619

−361x+139+139

4

view step

221331491906616126856192213314921751780

\frac{2213314921751780}{47045881}-361x+139+139^{4}

47045881

2213314921751780

−361x+139+139

4

view step

139\frac{6539377459}{47045881}=139

\frac{2213314921751780}{47045881}-361x+\frac{6539377459}{47045881}+139^{4}

47045881

2213314921751780

−361x+

47045881

6539377459

+139

4

view step

\frac{2213314921751780}{47045881}\approx 47045881.057085104

\frac{6539377459}{47045881}=139

\frac{2213314921751780+6539377459}{47045881}-361x+139^{4}

47045881

2213314921751780+6539377459

−361x+139

4

view step

221331492175178065393774592213321461129239

\frac{2213321461129239}{47045881}-361x+139^{4}

47045881

2213321461129239

−361x+139

4

47045881

2213321461129239

−361x+373301041

view step

373301041\frac{17562276352062121}{47045881}=373301041

\frac{2213321461129239}{47045881}-361x+\frac{17562276352062121}{47045881}

47045881

2213321461129239

−361x+

47045881

17562276352062121

view step

\frac{2213321461129239}{47045881}\approx 47046020.057085104

\frac{17562276352062121}{47045881}=373301041

\frac{2213321461129239+17562276352062121}{47045881}-361x

47045881

2213321461129239+17562276352062121

−361x

view step

22133214611292391756227635206212119775597813191360

\frac{19775597813191360}{47045881}-361x

47045881

19775597813191360

−361x

is true

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