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Write the numeral in base ten. 7001eight.Asked by Kelly
Write the numeral in base ten.
7001eight.
7001eight.
Answers
Answered by
MathMate
Since a number to base eight has each digit value equal to powers of eight, you can multiply each digit by the appropriate power of eight.
For example,
1234<sub>8</sub>
=4*8<sup>0</sup>+3*<sup>1</sup>+2*8<sup>2</sup>+1*8<sup>3</sup>+
=4*1+3*8+2*64+1*512
= 668<sub>10</sub>
You can do the same for 7001<sub>8</sub> to get 3585<sub>10</sub>.
For example,
1234<sub>8</sub>
=4*8<sup>0</sup>+3*<sup>1</sup>+2*8<sup>2</sup>+1*8<sup>3</sup>+
=4*1+3*8+2*64+1*512
= 668<sub>10</sub>
You can do the same for 7001<sub>8</sub> to get 3585<sub>10</sub>.
Answered by
Marinho
7001 in base ten is:
1x(8^0)+0x(8^1)+0x(8^2)+7x(8^3)=1+7x512=1+3584=3585
1x(8^0)+0x(8^1)+0x(8^2)+7x(8^3)=1+7x512=1+3584=3585
Answered by
Kelly
Thank you both!
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