Simplify the power of i. 21

Q: find the value of i16

A: Here we find the value of i16.

Q: + tan? 0 73. 1 + cot? 0 1 +

A:

Q: Simplify each expression. (3+4i) + (7 – 2i) b. (3+5i) a.

A:

Q: 1. Write the 6 reciprocal Identities

A:

Q: dº (b-10)° (b + 10) Cº

A: To find the interior angles of a parallelogram.

Q: What is the magnitude of 3u-2v

A: the given vector 3u-2v

Q: The value of +2i+1 is i-1 139 146 124 90

A: Given that  ∑i=16i2+2i+1

Q: If a = -1+5i and b = 3i, then find the value of a²b in fully simplified form. 00 Submit Answer…

A: Here we have to find, a2b=? where a= -1+5i b=3i

Q: Part B. Please show step by step for TI 84

A: It is provided that

Q: ) gidy=ACx cdy-ydk)e"

A:

Q: 23т 29. sec 6.

A:

Q: Perform the indicated operations.

A: 2x+1x-2+3(x-2)2

Q: Activity 1: Find Me 21 20

A:

Q: Simplify each power of i.   i -43

A:

Q: Use the Law of Exponents to rewrite and simplify the expression.

A: Given expression: Using the law of exponents:

Q: Simplify i15

A: The given expression is i15.

Q: Simplify the power of i. 5) j50

A:

Q: Fill in the blank. If ex + 5 = 4, then In e + 5 et +5

A: Given :   ex+5 = 4  To find :  ln ex+5 ?

Q: simplify. i^35

A:

Q: 4-3i 7.) 2+i

A:

Q: 2+Si 6-8i

A:

Q: Find the exact value of the following expression.   sec ​(−135​)

A: Given data is : sec-135∘ To find the exact value of sec-135∘  Use the formula of trigonometry…

Q: Use telescoping to find the value of: 500+1 1 1 Σ 26i – 51 26i + 104 – 51 i=2

A:

Q: Verify the identity by transforming the lefthand side into the right-hand side.

A: sec2 3θ csc2 3θ=1cos2 3θ·1sin2 3θ    ∵cscx=1sinx  &  secx=1cosx=1cos2 3θ sin2 3θ=cos2 3θ+sin2…

Q: -25 se Find S+16

A: Heaviside Unit Step Function: Heaviside unit step function is denoted by and defined by Second…

Q: 2) Find the area. 12 60%

A:

Q: Simplify i231 where i is the imaginary unit and is defined as: i = √(-1).

A: Given:

Q: in degrees. 4 Rewrite

A: Given: The angle in radian is 5π4   To find: The angle 5π4in degrees

Q: AB and AD ar

A:

Q: Perform the indicated operation 18) (4 16i)(4 - i)

A: i have provided solution in step2

Q: Simplify each power of i.   i 12

A: We have to simplify each power of i   The given expression is  i12

Q: Simplify each power of i.   i 22

A: We have to simplify the power of i: i22 We know that i=-1⇒i2=-1 Where, i is the imaginary unit.

Q: 1. xpI tçXA, ニ =xp( 6+ (xLつas

A:

Q: 1) tan C 34 30 A 16 B

A:

Q: Simplify the power of i. i98

A:

Q: Question 10 21 14 18

A:

Q: Match each expression to an equivalent expression. A: 2i · 8 1: -16 B: 16 2: 16 C: (2i)* 3: -16i D:…

A:

Q: Simplify the following power of i: i7

A: Solving the problem by finding the value of i^37.

Q: Determine if the statement is true or false. 100 100 (4i – 2) = -200 + 4 i i=1 i=1

A:

Q: simpplify i27

A: We have to simplify  i27

Q: 27. 14 in.

A: 27) Area of shaded region =area of square-area of circle     side of square is a=14+14=28 inch…

Q: Evaluate Sigma7i=3 i^2 − √ i + 2      (i+2 is under the square root)

A:

Q: 15. BD AB

A: The number line show  A : 0 B : 2 C : 4 D : 7 E : 10 F : 15

Q: Find IJ. I 31° 4 Write your answer as an integer or as a decimal rounded to the nearest tenth. IJ =…

A: We use Trigonometry ratios

Q: Si - 25 8. 8i 9. V-16 -18 10. ||

A:

Q: Find the ET It 77

A:

Contingency Table

A contingency table can be defined as the visual representation of the relationship between two or more categorical variables that can be evaluated and registered. It is a categorical version of the scatterplot, which is used to investigate the linear relationship between two variables. A contingency table is indeed a type of frequency distribution table that displays two variables at the same time.

Binomial Distribution

Binomial is an algebraic expression of the sum or the difference of two terms. Before knowing about binomial distribution, we must know about the binomial theorem.