What are the errors in the division promblem below?

Q: When subtracting a numerator containing more than one term, do I have to insert parentheses?

A: Given: Numerator containing more than one term, and then subtraction.

Q: Find the Floating-point form of A using a) 5-digit chopping b) 5-digit rounding

A: Write the normalized form: π=3.1415926535897932...=0.31415926535897932...×101

Q: How can you check that your quotient is correct when dividing multi-diget decimals.

A:

Q: Does 11|83,429? Show how you can tell without dividing. (We learned two methods in class. You may…

A: To find the number is divisible by 11 or not.

Q: What is the expanded form of 295

A: Expanded form of 295. 295=2×102+9×101+5×100295=2×100+9×10+5×1 295=200+90+5

Q: How many perfect squares are there between 1,000,000 and 9,000,000?

A:

Q: Find a reduction formula for ∫sinnxdx, n≥2.

A:

Q: 2.269910988417 x 10^23 so what will i use to bring it down to under 100 ? how to divide it ?

A: so to bring it down 100 we just divide it by number x we now have to find the value of x

Q: сотраct

A:

Q: Use the left to right addition method as outlined in the module to add the numbers. For the middle…

A: Given :    8657+6996

Q: What is the sum of the two largest prime factors of 770?

A: You need to express in terms of prime factors.

Q: 6. Find the remainder of 17036543 on division by 25.

A: Thus, remainder = 2

Q: What is the middle term of the expansion (æ² – 4)* - 43750x^8 59080x^8 43500x^8 17920x^8

A: We will find middle term as

Q: without referring to "counting decimal places," how can you figure out where the decimal point goes…

A: Given an equation : 0.9322.7=2.5164 Without referring to counting decimal places, we need to find…

Q: Use the Rule for Multiplying fractions to compute the following: 5 2 3 • Provide a brief description…

A: Given that: 23x56

Q: Write these recurring decimals as fractions in their simplest form. 1. 0.7 2. 0.01 3. 0.67

A: Dear student, as per our rule we can only solve first three parts from the given questions. Please…

Q: What is the 5th term in the expansion of

A: The 5th term of the given expansion is solved by using binomial expansion formula (X+Y)^n.

Q: For the division problem, do your prep work by using the doubling method (double as far as…

A:

Q: coterminal to 804

A:

Q: o the di

A: The division using the c-strips:

Q: 1. Find the remainder when 53751 is divided by 11.

A: 1. We will use the Euler's theorem, to find the remainder.

Q: Does 7|6265? Using the method we learned in class, show how you can tell without actually dividing…

A:

Q: Find the ab50lute madimnm and mihimum of エーL0ッ3 7(メクナ

A: Find the critical points and evaluate the function at critical points along with interval end…

Q: Express the following fraction in simplest form using only posia exponents.

A: We have to simplify the given fraction.

Q: what is 6squared + 7

A: It is given that 6 squared + 7.

Q: determine a reduced fraction that has this repeating decimal. 0.222 . . .

A:

Q: Example:10 What is the remainder when 6248 is divided by 7?

A: Division is 1 of the 4 arithmetic operations.

Q: Write down the Sums of Squares (Definition Formulas)?

A:

Q: A nursery employee wishes to plant 7 aplle trees, 5 pear trees, and 10 apricot trees in one row.…

A: Given a nursery employee wishes to plant 7 apple trees, 5 pear trees, and 10 apricot trees in one…

Q: every third grade class has a certain number of  tickets .When you multiply each class’s tickets by…

A:

Q: Write these recurring decimals as fractions in their simplest form. 1. 0.7 2. 0.0i 3. 0.67 4. 3.045

A: We will have to divide by as many 9s , as there are repeating numbers. And we divide by as many…

Q: Check the equation for calculating the sums of squares in a DCA, prove that:

A: Given information: The equations for calculating the sums of squares are given.

Q: Prove that for any integer a, 9/(a – 3).

A:

Q: 5. What is the remainder after 2x^3 +5x^2 -4x + 9 is divided by ( x + 4 ) * O 201

A: Remainder is the part of something that is left over when some other parts are completed. In…

Q: 9472 dividd by 4 in steps

A: We know that Dividend = Divisor × Quotient + Remainder. For this problem Dividend = 9472 and Divisor…

Q: When a whole number is multiplied by 100, where is there a 0 in the product

A: Given:Whole number is multiplied by 100,Where is there a 0 in the product

Q: What is the last digit when you expand 3^2005 ?

A: Topic - exponents

Q: How many squares of any size are in an 8x8 checkerboard using Polya's Four step method

A: Polya's created a famous four step process for problem solving which is used all over to aid people…

Q: Show your work, using prime factorization, to compute the GCF and LCM of 2250 and 6000

A: Find the LCM and GCF of the given numbers

Q: What is the sum of 0.34343434.... and 4.4111...

A: Here is the solution of the given problem.

Q: 3. Consider the checkerboard below. How many squares of all sizes appear on this checkerboard?

A:

Q: Explain the ways to estiamte the truncation error of finite difference formula?

A:

Q: If x = 4.25679, y = 2.56779 , then using 5-digit rounding the value of x 2y is:

A: x=4.25679, y=2.56779 To find : x⊕2y

Q: 1. Use properties to find the sum or product. 4x 60 x 5 0

A: ** As per our guidelines, we are supposed to answer only one question. Since you have posted more…

Q: (17)10 = (?)5 • Using repeated division:

A: A polynomial is an expression that contains variables and coefficients. There are three types of…

Q: Find the 2nd term in the expansion of (a + b)6 in simplest form.

A: We can find the 2nd term as below

Q: Find the 7th _term in the expansion of : 5 2x 4x

A:

Q: A person is holding two drillbits one is7/16 and the other is 25/64, and wants to first drill a hole…

A: We have to make 7/16 to 64ths    To get 64 from 16 we will multiply 16 by 4.

Q: How many of the calculations are prime factorizations of 1260? i. 14 x 30 x 3 ii. 7 x 60 × 3 iii. 42…

A:

Q: 1 How many Os are in the product of 4 x 100? 4 X 1,000? 4 x 10,000? How do you know

A: We have to find out zeros

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.