Question

Sendo M= 9,84.10^(15) e N= 1,23.10^(16), determine M+N:

​

Answer 1

$\mathtt{9,84\times{10}^{15}+1,23\times{10}^{16}}\\\mathtt{0,984\times{10}^{16}+1,23\times{10}^{16}=2,214\times{10}^{16}}$

$\large\boxed{\boxed{\mathtt{M+N=2,214\times{10}^{16}}}}$

Answer 2

Resposta:

2,214 . 10^16

Explicação passo-a-passo:

M= 9,84.10^(15)

M = 0,984.10.10^15

M = 0,984.10^(1+15)

M = 0,984.10^16

N= 1,23.10^(16)

=M+N

= 0,984.10^16+1,230.10^16

= (0,984+1,230).10^16

= 2,214.10^16

1,230

0,984

-----------

2,214

R.: 2,214 . 10^16