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

Q: O O G Convert (10 1001 1101)2 to hexidecimal. (28D) 16 (28E) 16 (29D) 16 (29E) 16

A: (10 1001 1101)2

Q: 12sin(45) does not equal 12cos(45)

A: 12 cos(45°) and 12 sin(45°) are equal because  cos(45°) = sin(45°) = 1/√2

Q: Perform the indicated operations, given a = 5, b=-9, and 8- (a + b)B (a + b)B= E 85 11 []

A:

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)…

A:

Q: Evaluate: E (16 – 10m)

A:

Q: Compute: (6358 - 5278) X 208

A: Since the numbers in expression 6358-5278×208 are given in octal number system, so first convert the…

Q: The following is an example of commutative property for multiplication: 348 + (74-18)(60 + 33) = 348…

A:

Q: √16 + √95 se 25

A:

Q: following

A:

Q: Use Pascal's triangle to expand  the expression: (a-b)^6

A:

Q: 16 + 25 25

A:

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: Which of the following is commutative with respect to addition? 8x3−y6=… Complete the following…

A: Which of the following is commutative with respect to addition? 8x3−y6=… Complete the following…

Q: d) √23-√37 √23+√37

A:

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

A: We need to multiply 43seven and 6seven. The solution is given below.

Q: 3) Perform the given operations on the following expressions. 7T (2 cis (프)) (4 cis () b. a.

A:

Q: Find (1 + i√3)6

A: Given: 1+i36 we know that cosθ+isinθ=eiθ                              ..1 now, simplifying given…

Q: Evaluate [14*15*0.3](6)

A:

Q: 1-cossquaretheta ) cosecsquaretheta =1

A: Solution is here

Q: (2+31) Simplify (7-4i) 16)

A: We have to simplify the following -  (2+3i)(7-4i)

Q: Let A = {1, 13, 100} and B = {7,13}. Then: (a) What is AU B? (b) What is An B? (c) What is A × B?

A:

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

A:

Q: Darla wrote 201,305.74 in expanded notation as shown here. (2 x 100,000) + (1 x 1000) + (3 x 100)…

A:

Q: Find the value of 2028. (а) 1 (b) -1 (c) i (d) -i Select one: O (d) O (b) O (a) O C) Windows bui

A: As we know i = √-1 Thus i2 = -1 i3 = - I i4 = 1

Q: (t + 7)² – 49 lim

A:

Q: Perform the following arithmetic using binary notation: 1100112 + 110112. [Do not convert to decimal…

A:

Q: 6 - 2(3x + 5) + 7x

A: simplify 6-2(3x+5)+7x

Q: Multiply (x2-y?)(x² +y?) using the distributive property and combine like terms. Generalize the…

A: The distributive property of multiplication over addition is as follows         a x (b + c) = (a x…

Q: What is the conjugate of –7√3 – 2 ?

A:

Q: Discrete Math: Q1: a) Find 8 + 32 + 126 + … + 8192.       b) Find 5 + 15 + 45 + · · · + 5·3^20…

A: Now we know that sum of n terms of GP is given by Sn=a*(r^n−1)/(r−1) when r>1

Q: Use (9.11) and (9.12) to simplify (ABTC)T, (С-1мс) -1, (АН) -"(АНА-1)"(НА-1) -1.

A: For (ABTC)T by using (9.11) we get (ABTC)T = CT(BT)TAT As (BT)T = B Hence (ABTC)T = CTBAT

Q: Evaluate: 60C4 50C2 O3/245 O250/3 O245/76 O252/1140 ONone of these 50C2 20P2 O512/81 0245/3 0245/76…

A:

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, … }

A:

Q: Pls help ASAP

A:

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

A:

Q: Char(2Z/6z) is :

A: Characteristic of a ring R is n if for any x belongs to R n*x=0

Q: Q16B. Convert the base 10 number to its hexadecimal equivalent. Express your answer in expanded…

A: Given the base 10 number                           832

Q: Multiply: (;)' - 2 5 6

A: Multiplying 5/6 with 5/6 to get (5/6)2

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.