perform f01lowing arithmetic operations: a) (6767),o + (3592io using BCD. (6) (CyClic + (BOE)16 using 16's complimeut. SOLn:-

Q: Carry out the addition shown using​ base-six notation and show that your answer is correct in…

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Q: Simplify: 9C3 A B C D 31 (9! (6!)3! 31 (61) 91

A: It is known that: Crn=n!n-r! r!. We need to evaluate: C39.

Q: how yo write 24/40 in its simplist way

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Q: Simplify the following expression and then enter the right coefficients in the blanks below (enter…

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Q: 1.1 Simplify: (a) 3+3 (200-12+2) (b) 13,56+37,099 x 18,925 10-4+1 (d) (c) 2x3

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Q: Find the coefficient for the term afb5 from the expansion of: (3a - 2b)¹1 Answer:

A: We need to find the coefficient of a6b5 in the expansion of:(3a-2b)11

Q: 10 a.) Completely simplify E ()2* i=0 b.) Expand (1 – r)® and simplify. c.) Expand (r +r-1)5 and…

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Q: Q8 Calculate the following: (BIMDAS) (a) 4 x 9 + 20 - 3 x 3 (b) 5x- 8- 5 x 7 (c) (3+7) x 10 - 99 (d)…

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Q: Evaluate: E (16 – 10m)

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Q: 7. If y = -2√x + 4, is translated 5 units to the right. State the new equation. a. y = -2√x +5+4 b.…

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Q: following

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Q: Imani is a DJ. Every week she buys 8 new albums to add to her collection. She currently owns 252…

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Q: 2 1. In the following algebraic expression 3x a) name the coefficient of the first term: b) name the…

A: Solve for the given

Q: Perform the indicated operations. (а) 101112 х 11012 (b) 10248 x 27768

A: (A) 101112 ×11012           10   1    1    1            ×1   1    0   1            1  0   1   1   1…

Q: (a)  Convert the following general expressions to standard SOP form:                           ABC…

A: given general expression is                                              ABC+(A+B)(B+C+AB)

Q: Pam is a Disc Jockey. Every week she buys 3 new albums to keep her collection current. She currently…

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Q: Simplify a(a+1) (a+b)(a+b+1) a² (a+b)²

A: LCM is an abbreviation for "Least Common Multiple." The smallest number that can be divided by both…

Q: Simplify In() + 3ln2. Write your answer in the form a+ blnc , where a,b,c EZ.

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Q: (t + 7)² – 49 lim

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Q: ) (-2)[7 + (–5 (-3) × (-4)

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Q: Suppose some computations were done on a calculator. The result displayed was 3.31E28 for one…

A: (a) 3.31E28=? In scientific notation(b)5.9E-36=?

Q: 27a³b?c Simplify: -3abc

A: Here we have to simplify the given expression. We have  27a3b2c-3abc Now we can write  27 = 3*3*3…

Q: Simplify the radeal expression 6.

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Q: what is the additive inverse of 8?

A: Identity elements corresponding to addition is given by 0. So, additive inverse of a is -a  Such…

Q: 1. Expand and simplify each expression. a) (8x – 3) (6x + 7) b) 3(2x + 1) – 2(x -5)?

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Q: Multiplying the denominator and numerator of (4.24) by 4 [(B1 + B3 + B5) + A (B2 + B4)]? we get…

A: 1. In the first two sets it was applying LCM in two fractions as follows. A+BC=AC+BC 2. In all other…

Q: Obtain the regular expressions for the following: (a) {a4n+3 : n ≥ 0} (b) {a, a4, a8, … }

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Q: Simplfiy the expression if possible  (64/343)1/3

A: Given expression  (64/343)^(1/3)

Q: Construct a CFG for the regular expression (101+1)(01).

A: Given:-                         Construct a CFG for the regular expression (101+1)(01).

Q: |(8) Multiply in the indicated base 32 43seven b. x 6seven

A: Multiplication madlo

Q: What is the additive inverse of -6

A: To find the additive inverse of -6

Q: Find 2cis write standard notation for the answer. Round to the nearest tenth. 5

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Q: ((-2n)(n + 1))an-1(금) (3(n + 글) - 1) (2(n+ 글) - 1) an

A: Given,  an12=(-2n)n+12an-1123n+12-12n+12-1   . . . (1)

Q: Division in 12-clock arithmetic can be defined using two different approaches: a) The missing factor…

A: We have to show 10÷11=2 by missing factor approach in 12-clock arithmetic. Let 10÷11=x…

Q: Find the last three digits of the product 1 × 3 × 5 × 7 × ··· × 2021 × 2023 (A) 375 (B) 625 (C) 875…

A: Given that, the product of odd numbers             1 × 3 × 5 × 7 × … × 2021 × 2023 As we know,…

Q: Ans: Find the remainder (smallest nonnegative integer) when 1015!-1010! is divided by 1013-

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Q: Rewrite the following in index form: √8 3√m (m 6) 1/2 (10 1/2) 3 (16 1/2) -2

A: Any number written in the form of an is called index form, where a and n are real numbers.

Sequence and Series

A sequence is defined as a collection of things. Series is defined to sum the things one by one in the sequence.  It was invented by German mathematician Carl Friedrich Gauss.