True or False The notation a5 represents the fifth term of asequence.

Q: Try to evaluate 36–3/2 without using a calculator. Enter your answer as an integer or simplified…

A: The objective is to evaluate the given expression.

Q: True 0 Fase

A:

Q: 18. Two expressions are shown below. 5(5x- 7) 10x - 35 Part A Use the Distributive Property to write…

A:

Q: EXAMPLE 6 Simplifying a Numerical Expression Simplify. 7- (8 + 42 - (5 - vaF}

A: Our Aim is to simplify the numerical expression given below:-7-8+42-5-642-(i)

Q: Write 5 applications of Deravative with explanation in detail.Also Write exam

A: Explanation and solution is given below....

Q: 4. -5, -3-2,. 18th term 5. 16, 11, 6, ., 10th term

A: a) Given sequence is -5,-3.5,-2,. . . we know that…

Q: True or False. " The quotient of 0 and a negative number is undefined"

A: FALSE Since we know the property of 0 that when 0 is divided by any nonzero number then its value is…

Q: It takes light 5.3 × 10-6 seconds to travel one mile. What is this time instandard notation?a.…

A: 10-6 means we have to take the decimal 6 units to the left.

Q: The expression x'(x x-y)"-y'(x (x) (x-y)P(x² + y² + qxy). What is th Enter your answer in the box.

A: Here the expression is,  can be written as  we have to find p=?

Q: Add or subtract terms whenever possible. √2 + ∛8

A:

Q: 2

A: We have to convert 617 into fraction notation

Q: Write the expression in rectangular form x+yi and in exponential form re^iθ.   2cos7π/18+isin7π/18^3

A: Given: The expression is 2(cos 7π/18+i sin 7π/18)3.

Q: EST Consider this expression: 7(10a + 3b) Enter an expression that shows the sum of exactly two…

A: we have to express the given expression in sum of two terms

Q: Using the powers of 10 notation and conversion. if my birthday is september 8, 2002 how many seconds…

A: Your birthday is given as September 8, 2002 . Let's take Time of birth as 10:00am for calculation

Q: 18. Two expressions are shown below. 5(5x- 7) 10x- 35 Part A Use the Distributive Property to write…

A: To write the equivalent expressions using distributive property. The given expressions are 5(5x-7)…

Q: Evaluate the expression Give you answer in decimal notation correct to three decimal places or give…

A:

Q: An algebraic expression is a word statement put into mathematical form by using variables,…

A: The given statement is,  "An algebraic expression is a word statement put into mathematical form by…

Q: 3. True or False. " The quotient of 0 and a negative number is undefined"

A: The given statement is

Q: se symbolic notation and fractions where neede

A:

Q: Which answer choice shows the standard form (written as a decimal) of 10-4? A - 0.1 B - 0.01 C -…

A: we have to write as a decimal form

Q: SuPpose that15,000 is invested in a savings account that earns i) Find an expression for the amaunt…

A: $15,000 is invested in a savings account that earns 4% interest, compounded quartely.

Q: 4 a+h Simplify the expression: h Enter the numerator and denominator separately in the boxes below.…

A: The given expression is: 4a+h-4ah

Q: Express the repeating decimal number as a quotient of two integers. 1.27 1.27 = (Simplify your…

A:

Q: Lec 1.I (1-2) 27 scientific 5 dig its). Write X = .00123 in notation (significance is up to

A:

Q: All changes saved For the three-part question that follows, provide your answer to each question in…

A: expand the expression

Q: Consider the following expression (3a-5b) (-3a²26-4). One of the choices below is the simplified…

A:

Q: s (x)=/-x-6 413121-10-9 -8-7-6-5 89 1011121314

A: we have to draw the graph

Q: Write fraction -12/20 as a terminating decimal.

A: Any rational number (that is, a fraction in lowest terms) can be written as either a terminating…

Q: Perform an indicated operation. Express the answer in decimal notation.  (2.3*10^2) (2*10^-3) ​(Type…

A: First law of indices:There are 3 basic laws of indices. The first law states that, for a number,…

Q: a Convert the repeating decimal to form, where a, b are integers and b 0. 2.18 ..... 2.18 =…

A: Explanation of the answer is as follows

Q: Find term number 5 in the expansion of: (2x + 3)°. (Note, term number 1 is (2x),) the coefficient…

A:

Q: -3, -9, -27, –81, ... a) How do you find the next term?

A: Given that  -3,-9,-27,-81,.... To find the next term

Q: on-computer mathematical expression into computer expressions.

A: discriminant = b * b - 4 * a * c; root1 = (-b + sqrt(discriminant)) / (2 *a) ;

Q: į326545i7287 -3i8746 Simplify: i6745-2i6424

A: The property of exponents are am·an=am+n, (am)n=amn, where a, m, n is any number,  The property of…

Q: Simplify th expression (-2*(3^0.5)-2j)^12

A:

Q: The calculation you used to find the consumer surplus for the efficient market for electric…

A: Given that -

Q: Distributive property: 2 x (7 – 5) = Associative property: 5 x (8 × 3) = Commutative property: 5+ 19…

A:

Q: 4 9-5 4-0 4-0 9-5 5-0 9-4 9-4 5-0 Mark this and return 59

A: Slope from point (x1,y1) and (x2,y2) is given as m = (y2-y1)/(x2-x1)

Q: . True or False. " The quotient of 0 and a negative number is undefined"

A: As this is a multiple question according to the Bartleby Answering rule, only first question and its…

Q: simplify

A:

Q: A D 9) Simplify. 9- O 3 27 2 27 27

A:

Q: Why i(3^0) = i(3^8) = 0.please with explanation. I think 3^0 is always 0 . (3 is the notation , not…

A:

Q: Simplify -121 O-11/ O 11/ O-11 O11

A:

Q: Express the repeating decimal number as a quotient of two integers. 1.27 ... 1.27 = (Simplify your…

A: The given decimal is:1.27¯

Q: Try to evaluate – 100-1/2 without using a calculator. Enter your answer as an integer or reduced…

A:

Q: 18 Simplify the expression V8- /2

A:

Q: Try to evaluate 125-4/3 without using a calculator. Enter your answer as an integer or reduced…

A:

Q: True or False: We have Select one: O True O False 0 8 √√xdx = 12.

A:

Q: Chau neads $ 6924 for a futue He Can nvest $6000 now at an of 4.2%,componded monthh

A: Introduction: After determining the entire amount over a period of time, based on the rate of…

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.