Which is bigger 0.125 or 0.15

Answers

Answer 1

Answer: 0.15 because if you put it in a T-chart and add a place holder 0.15 turns into 0.150 so, 0.150 is more than 0.125

Related Questions

20 weeks : 14 Days in simplest form? Can you explain as well??
What is a coefficient
Simplify each expression so that no negative exponents appear in the final result. Assume that all variables represent nonzero numbers.
Rob has 7 ones Nick has five ones they put all their ones together what number do they make
Suppose that on a coordinate plane a hexagon is reflected across the x-axis. Compare the area of the original hexagon to the area of the transformed figure. Justify your answer. A) The areas may or may not be the same because the scale is not given. B) The areas are equal. A reflection is a rigid transformation, which does not change the size of the original hexagon. Therefore, the area is preserved. C) The area of the original hexagon is greater than the transformed figure. A reflection decreases the size of the original polygon. Therefore, the area is not preserved. D) The area of the transformed hexagon is greater than the original figure. A reflection increases the size of the original polygon. Therefore, the area is not preserved.

Devon is buying 3 greeting cards that cost $0.97 each. How can rounding be used to estimate the total cost of the cards?Since each card is about $1, the total cost is approximately 3 + 1 = $4.
Since each card is about $1, the total cost is approximately 3 x 1 = $3.
Since he is buying about 10 cards, the total cost is approximately 10 x 0.97 - $9.70.
Since he is buying about 10 cards, the total cost is approximately 10+ 0.97 = $10.97.

Answers

Answer:

The second answer, Since each card is about $1, the total cost is approximately 3 × 1 =$3

In the following number, which digit is in the hundredths place?

745312.269784

Answers

Answer:

The second number after the decimal point- the 6

Answer:

6 is in the hundreths place

Step-by-step explanation:

After the decimal point it goes tenths, hundredths, thousandths, ten thousandths, and so on.

Steve and Ed were comparing how much money they earned in a 9 week period. Steve earned $149.53 each week for three weeks. He then earned twice as much each week for the next six weeks. Ed earned $108.77 for two weeks. He then earned three times as much each week for the next seven weeks. How much more did Ed earn than Steve?

Answers

Steve: 149.53 x 3 = 448.59
299.06 x 6= 2242.95
2242.95 + 448.59 =
$2242.59

Ed: 108.77 x 2 = 217.54
326.31 x 7 = 2284.17
2284.17+ 217.54 = $2501.71

$2501.71 - $2242.95 =
$258.76

Ed earned $258.76 more than Steve.

NEED QUICKLY!!!!
-Please solve the image below

Answers

Yes,this is a doozy.

   -3 (y - 5) = 15

Eliminate the parentheses on the left side:

   -3(y) -3(-5) = 15

   -3y + 15 = 15

Subtract 15 from each side:

   -3y = 0

Divide each side by -3 :

      y = 0

A restaurant offers hamburgers with one, two, or three patties. Let X represent the number of patties a randomly chosen customer orders on their hamburger. Based on previous data, here's the probability distribution of X along with summary statistics:X=# of patties 1 2 3
P(X) 0.40 0.50 0.10
Mean: μX=1.7
Standard deviation: σX≈0.67
The total price of each burger is set at $2 per patty. Let T represent the total price a randomly chosen customer pays for their burger. Find the mean of T

Answers

Answer:

The mean price a randomly chosen customer pays for her or his burger is US$ 3.40

Step-by-step explanation:

Let's find out the mean of T (total price a randomly chosen customer pays for their burger), this way:

Mean of T = 0.4 * $ 2 + 0.5 * $ 4 + 0.1 * $ 6

Mean of T = 0.8 + 2 + 0.6

Mean of T = US$ 3.40

The mean price a randomly chosen customer pays for her or his burger is US$ 3.40

Answer: 3.4 1.34

Step-by-step explanation: khan

Matthew scored a total of 168 points in basketball this season. He scored 147 of those in the regular season, and and the rest were scored in his only playoff game. What percent of his total points did he score in the playoff game?