Is 2,359 × 1,580 even or odd?

Answers

Answer 1

Answer: This will be even! You don't even need to work past multiplying the ones digits in each number because 9 times 0 is 0! If you do solve it you get 3,727,220, but that'd take forever to do :)

Answer 2

Answer: 2,359 times 1,580 is going to be even because of the ones place if the first place is and odd number u have and odd number total and if its and equation u take out the rest of wach of thenbers and you can tell if its even or odd

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Snow fell at a rate of 3/4 an inch/hour. how much snow fell in a period of 6 hours
Divide (6x3+3x−5)3 by 3x3+2.What is the leading coefficient of the remainder?Enter your answer as an integer, like this: 42

it takes him 6 hours through 480 pages today he's going to read for 5 hours how many pages will be read fill out the table below to figure out how many pages has been read

Answers

Well the first step is to find how many pages per hour he reads, 480 pages/6 hours= 80 pages per hour. now multiply that by 5 hours to get how many pages in 5 hours: 80 pages per hour*5 hours= 400 pages.

Its 400 pages becasue he reads 80 pages per hour

The gym teacher uses tape to mark a 4-square court on gym floor, as shown. The outerthe side lengths of 16 feet. What is the total length of tape the teacher uses to mark square A ?

Answers

32 16÷2=8×4=32 !!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!

im assuming that square A and C are identical. therefore, they have the same sidelengths and since their sidelengths add to 16, each square must have sidelength 8. now the total length of tape used to mark square A is the perimeter of square A which is 8 + 8 + 8+ 8 = 32. we know each side is 8 cause it's a square and squares have equal sides of equal lengths.

let me know if you have any questions!!!

Jared is redoing his bathroom floor with tiles measuring 6 in. by 14 in. The floor has an area of 8,900 in. What is the least number of tiles he will need?

Answers

The least number of tiles Jared will need, if Jared is redoing his bathroom floor, with tiles measuring 6 in. by 14 inches, The floor has an area of 8,900 in, which is 106.

What is the area?

An object's area is how much space it takes up in two dimensions. It is the measurement of the number of unit squares that completely cover the surface of a closed figure.

Given:

The measure of tiles = 6 in. by 14 in. ,

The area of the floor = 8900 inches²,

Calculate the area of the tiles as shown below,

Area of tiles = 6 × 14

Area of tiles = 84 inches²

Calculate the number of tiles as shown below,

Number of tiles = The area of the floor / Area of tiles

Number of tiles = 8900 / 84

Number of tiles = 105.9 = 106

To know more about Area:

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Firstly we need to find an area of a single tile:

6 * 14 = 84 square inches

Now we just need to find out how many tiles of 84 square inches will fit in an area of 8900 square inches:

8900 ÷ 84 = 105,952380952381

Assuming we can't cut a tile into pieces, we may round the result to 106.

Answer: The least number of tiles Jared will need is 106.

What is an equation of the line that passes through the point (4,-3) and is parallel to the line x-2y=2

Answers

The equation of line is, $y=(1)/(2) x-5$ , which is parallel to given line $x-2y=2$

The slope of line,

$x-2y=2\n\n2y=x-2\n\ny=(1)/(2)x-1$

Compare above equation of line from y = mx +c

So that, slope of given line is 1/2.

The slope of parallel lines will be always same.

Equation of required line is, $y=(1)/(2) x+c$

Since, line passing through point (4, -3.

$-3=(1)/(2)*4+c\n\nc=-3-2=-5$

Thus, equation of line is, $y=(1)/(2) x-5$

Learn more:

brainly.com/question/1417317

The answer is y=1/2x-5.. first you have to solve for y in the equation and you should get y=1/2x-5 then you substitute the values in slope intercept form

At the begining of 6 grade the ratio of number of the advanced math students to the number of regular students was 3:8. However after taking the placement tests students were moved around changing the ratio of the number of advanced msth students to the number of regulsr math students to 4:7. How many students started in regular math and advanced math if there were 92 students in advanced math after placement?

Answers

The total students were 253.
23 students had moved from regular math to advanced math.

What are the factor pairs of 52

Answers

Answer:

(1 and 52), (26 and 2), and (13 and 4)

Step-by-step explanation:

Answer:

1 x 52, 2 x 26, or 4 x 13.

Step-by-step explanation:

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