Translate each number into standard notation, maintaining the same number of significant figures. 1.72 x 103 = 9.07 x 10-2 =

Q: write each of the following in ordinary decimal notation. For example, (3.18)(102) = 318. (5)(108)

A: Given: 5108

Q: Find the product of 346.1 and 865.2. State how many figures of the result are trust- worthy? Given…

A: Multiplying 346.1 and 865.2 to get their product. 346.1×865.2=299445.72

Q: Express numbers in exact, simplest form. 2 2 y + 16 1 25

A:

Q: Convert 1 over 8 to a decimal and tell whether it terminates or repeats

A: 1 over 8 means 1 divided by 8 So, dividing 1 by 8 , we get  18=0.125

Q: write each of the following in scientific notation. For example, 27,800 = (2.78)(104) . 376.4

A: The given number is 376.4

Q: simplify each numerical expression. 3-4 x 36

A: Our Aimis to simplify the numerical expression given below:-(3)-4×(3)6   -(i)

Q: Subtract the hexadezimal number DAD from CAFE. Multiply these numbers.

A: DAD -CAFE = -BD51

Q: Write each number in decimal notation : 3.74 * 104

A:

Q: Approximate the number using a calculator. 17

A: using the calculator find the value of e1.7 e1.7=5.473947391

Q: 2,000(1.04)t=14,000  Report the answer value to the nearest tenth.

A:

Q: Rewrite as a whole number (without using a calculator): 70

A: To rewrite 70 as a whole number. Solution: Definition of whole number: Whole number is positive…

Q: use your calculator to evaluate each numerical expression. (3.14)3

A:

Q: 1.) 37°

A: Any real number to the power zero always gives one.

Q: The population of a certain city increased by 17,000 people write a signed number to represents the…

A: Signed number to represent the population change is

Q: please solve and show your work

A: The whole number of the number

Q: 110,000(1 + .04/365)(365*20) round to nearest hundredth

A:

Q: Write each number in decimal notation. (a) 6.97 x 109    (b) 4.6271 x 10-6

A: a) Given 6.97×109 We have 6.97×109=697×10-2×109=697×107=6970000000.00

Q: write each of the following in ordinary decimal notation. For example, (3.18)(102) = 318.…

A: Given: 3.141010

Q: Write the number in EXPANDED FORM (e.g. 5000 + 300 + 10 + 2) *

A: Our Aim is to write the number 5000+300+10+2-(i) in expanded form

Q: simplify each numerical expression. 10-5 x 102

A: The given expression is 10-5 x 102

Q: Write each number in decimal notation without the use of exponents. -6.00001 x 1010

A: Given information: -6.00001×1010

Q: Write each number as a decimal.(a) 2.1 .x 104 (b) 3.26 x 10-5 (c) 1 x 10-2

A: a). 2.1×104 Here the power of 10 is 4 which is positive, therefore shift the decimal point 4 times…

Q: simplify each numerical expression. 104 x 10-6

A: The given expression is 104 x 10-6

Q: Perform the indicated operation. Simplify if possible. 25 x+5 x+5 25 x+5 x+5

A:

Q: Give the number of significant digits in each number.a. 0.00028 b. 280 c. 2,800.

A: Given:   a. 0.00028 b. 280 c. 2,800.

Q: Rewrite as a whole number (without using a calculator): 102(2−2 + 5−2)

A: 102(2-2+5-2)= 102(122+152)=100(14+ 125)=100(25+4100)=29

Q: Approximate the number using a calculator. -0.34 - 0.34 I (Round to three decimal place

A:

Q: Simplify without a Calculator logs 512

A:

Q: List the first five common multiples in ascending order for each pair of numbers. Part 1 out of 3 а.…

A: (a) Given number is 6,16 We have to list five common multiples in ascending order 6=2×3 16=2×2×2×2…

Q: 5​% of 300 is what​ number

A:

Q: 11,000=3,400(1.018)^x Report the answer value to the nearest tenth.

A:

Q: Determine the number of significant digits in each value.   65000

A: 65000.

Q: simplify and reduce each expression. (-10 ± √75)/10

A: -10±7510

Q: simplify and reduce each expression. (6 ± √18)/9

A: 6±189

Q: A scientist measured the mass of a grain of sand to be g 5 × 10-4 gram. Write 8.5 x 10-4 as a number…

A: Given:8.5×10-4

Q: simplify each numerical expression. 2-4

A: To simplify the expression given by 2-4, in which the exponent of the base 2 is a negative number,…

Q: 20 30 40 306 8.

A:

Q: Write each number in decimal notation: a. -2.6 x 10° b. 3.017 x 106.

A: (a) −2.6×109 In decimal  −2.6×109=−2.6×1000000000=−2600000000

Q: Simplify each expression. 25 14. V 81

A:

Q: use your calculator to evaluate each numerical expression. 210

A: 210

Q: Approximate the number using a calculator. -0.32 e -0.32. (Round to three decimal places.)

A: By the calculator ,  Value of e = 2.71828183

Q: write each of the following in scientific notation. For example, 27,800 = (2.78)(104) . 4290

A: Given: 4290 To Find: To write the given number in scientific notation.

Q: Simplify each expression. 4.) 27

A: Solution:-

Q: write each of the following in ordinary decimal notation. For example, (3.18)(102) = 318.…

A: Given :              The notation is              4.19(103)The expression of the notation is…

Q: Write each number without an exponent. 7 x 102

A: Consider the number 7 x 10²

Q: Determine the number of significant digits in each valuea. 374 b. 0.0374 c. 3.7400 d. 374,000

A: a. 374 Since, in 374 all digit are non zero so, siginificant digits are 3. b. 0.0374 Zero before the…

Q: use your calculator to evaluate each numerical expression. 37

A: Given that: The numerical expression is 37 .

Q: Use the ALEKS calculator to evaluate each expression. Round your answers to the nearest hundredth.

A: Use calculator (A)  tan(36°) = 0.73

Q: write each of the following in scientific notation. For example, 27,800 = (2.78)(104) . 89

A: The given number is 89.

Power Operation

Power operation is topic of algebra in Math. It is use to represent repeated multiplication. Very big number and very small number can be easily express using power operation. Power operation is useful in many fields. In space engineering, it helps in representing the distance or size of particular heavenly body. In medical field, it is used to represent very small size. In medical field it helps to mention size of bacteria or virus. 

Exponents

The exponent or power or index of a variable/number is the number of times that variable/number is multiplied by itself.