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How do you convert a octal number to its decimal? - Answers

Decimal Form = Æ©(ai x 8i)In this formula, 'a' is the individual digit being converted, while 'i' is the number of the digit counting from the right-most digit in the number, the right-most digit starting with 0.For example:Convert (765)8 into decimal:(765)8 = (7 x 82) + (6 x 81) + (5 x 80)= (7 x 64) + (6 x 8) + (5 x 1)= 448 + 48 + 5= 501Hence (765)8 = (501)10We'll take one more example with a four digit number:Convert (1336)8 to decimal:(1336)8 = (1 x 83) + (3 x 82) + (3 x 81) + (6 x 80)= (1 x 512) + (3 x 64) + (3 x 8) + (6 x 1)= 512 + 192 + 24 + 6= 734Thus (1336)8 = (734)10Try this exercise out with the following numbers:(5467)8(6345)8(76534)8Answers:1.28712.33013.32092



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How do you convert a octal number to its decimal? - Answers

https://math.answers.com/basic-math/How_do_you_convert_a_octal_number_to_its_decimal

Decimal Form = Æ©(ai x 8i)In this formula, 'a' is the individual digit being converted, while 'i' is the number of the digit counting from the right-most digit in the number, the right-most digit starting with 0.For example:Convert (765)8 into decimal:(765)8 = (7 x 82) + (6 x 81) + (5 x 80)= (7 x 64) + (6 x 8) + (5 x 1)= 448 + 48 + 5= 501Hence (765)8 = (501)10We'll take one more example with a four digit number:Convert (1336)8 to decimal:(1336)8 = (1 x 83) + (3 x 82) + (3 x 81) + (6 x 80)= (1 x 512) + (3 x 64) + (3 x 8) + (6 x 1)= 512 + 192 + 24 + 6= 734Thus (1336)8 = (734)10Try this exercise out with the following numbers:(5467)8(6345)8(76534)8Answers:1.28712.33013.32092



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https://math.answers.com/basic-math/How_do_you_convert_a_octal_number_to_its_decimal

How do you convert a octal number to its decimal? - Answers

Decimal Form = Æ©(ai x 8i)In this formula, 'a' is the individual digit being converted, while 'i' is the number of the digit counting from the right-most digit in the number, the right-most digit starting with 0.For example:Convert (765)8 into decimal:(765)8 = (7 x 82) + (6 x 81) + (5 x 80)= (7 x 64) + (6 x 8) + (5 x 1)= 448 + 48 + 5= 501Hence (765)8 = (501)10We'll take one more example with a four digit number:Convert (1336)8 to decimal:(1336)8 = (1 x 83) + (3 x 82) + (3 x 81) + (6 x 80)= (1 x 512) + (3 x 64) + (3 x 8) + (6 x 1)= 512 + 192 + 24 + 6= 734Thus (1336)8 = (734)10Try this exercise out with the following numbers:(5467)8(6345)8(76534)8Answers:1.28712.33013.32092

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      Decimal Form = Æ©(ai x 8i)In this formula, 'a' is the individual digit being converted, while 'i' is the number of the digit counting from the right-most digit in the number, the right-most digit starting with 0.For example:Convert (765)8 into decimal:(765)8 = (7 x 82) + (6 x 81) + (5 x 80)= (7 x 64) + (6 x 8) + (5 x 1)= 448 + 48 + 5= 501Hence (765)8 = (501)10We'll take one more example with a four digit number:Convert (1336)8 to decimal:(1336)8 = (1 x 83) + (3 x 82) + (3 x 81) + (6 x 80)= (1 x 512) + (3 x 64) + (3 x 8) + (6 x 1)= 512 + 192 + 24 + 6= 734Thus (1336)8 = (734)10Try this exercise out with the following numbers:(5467)8(6345)8(76534)8Answers:1.28712.33013.32092

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