Do the division in the given bases. Recall for bases greater than 10 that letter digit face values are A-10, B=11,C=12,... Enter your number with the first number being the quotient and the second number being the remainder. For instance in base 10 we would write 7+3=2R1 since 7 divided by 3 is 2 with a remainder of 1. To help your division the product of the divisor and the digits in the given base is shown. You can verify these and use them in your division. 21102, +40,- R Products (all in base 5) 40x0040x1-4040 x 2-13040x3=22040 x 4 = 310 15043, 40,- Products (all in base 8) 40x0040x1=4040x2=10040x3-14040x4-20040x5-24040x6-30040 ×7-340
Do the division in the given bases. Recall for bases greater than 10 that letter digit face values are A-10, B=11,C=12,... Enter your number with the first number being the quotient and the second number being the remainder. For instance in base 10 we would write 7+3=2R1 since 7 divided by 3 is 2 with a remainder of 1. To help your division the product of the divisor and the digits in the given base is shown. You can verify these and use them in your division. 21102, +40,- R Products (all in base 5) 40x0040x1-4040 x 2-13040x3=22040 x 4 = 310 15043, 40,- Products (all in base 8) 40x0040x1=4040x2=10040x3-14040x4-20040x5-24040x6-30040 ×7-340
Calculus: Early Transcendentals
8th Edition
ISBN:9781285741550
Author:James Stewart
Publisher:James Stewart
Chapter1: Functions And Models
Section: Chapter Questions
Problem 1RCC: (a) What is a function? What are its domain and range? (b) What is the graph of a function? (c) How...
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Transcribed Image Text:Do the division in the given bases. Recall for bases greater than 10 that letter digit face values are A = 10, B-11,C=12,...
Enter your number with the first number being the quotient and the second number being the remainder. For instance in base 10
we would write 7÷3=2R1 since 7 divided by 3 is 2 with a remainder of 1.
To help your division the product of the divisor and the digits in the given base is shown. You can verify these and use them in
your division.
• 21102s + 40s-R
Products (all in base 5):
40x0=040x1-4040 x 213040x3=22040 x 4 = 310
▸
15043, +40
R
Products (all in base 8)
40x0040 x1=4040 x 210040 x 3=14040x4-20040 x 5=24040 x 6-30040x7-340
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