Question

13.
How many 16s are there in 1264?​

Answer 1

$Given \: number \: 1264$

$Let \: number \: of \: 16's \: in \: 1264 = n$

$\red{ n} = \frac{ 1264}{16}$

$= \frac{ \cancel {16} \times 79}{\cancel { 16}} \\= 79$

Therefore.,

$\red{ number \: of \: 16's \: in \: 1264}\green { =79}$

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Answer 2

Answer:

Givennumber1264

Let \: number \: of \: 16's \: in \: 1264 = nLetnumberof16

′

sin1264=n

\red{ n} = \frac{ 1264}{16}n=

16

1264

\begin{gathered} = \frac{ \cancel {16} \times 79}{\cancel { 16}} \\= 79 \end{gathered}

=

16

16

×79

=79

Therefore.,

\red{ number \: of \: 16's \: in \: 1264}\green { =79}numberof16

′

sin1264=79

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