131 is what percent 2,400,000?

Answers

Answer 1

Answer: Let the percentage be 'x.'
$(x)/(100)$ *2,400,000=131 (x percentage of 2,400,000 is 131).
$(x)/(100)$ = $(131)/(2400000)$
x= $(131*100)/(2400000)$
Therefore, x=13100/2400000
x=131/24000
If you want to further convert it into decimals,
x=0.005458333333.....
Therefore, 131 is 131/24000 or 0.005458333333........% of 2,400,000.

Answer 2

Answer: Let the percent be x.

According to question,

x / 100 * 2400000 = 131

or, 2400000x = 13100

Thus, x = 13100/2400000

= 0.005 %

Thus, 131 is 0.005 % of 2400000

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During the past half hour, a restaurant has had 23 orders for Pepsi and 15 orders for Mountain Dew. How many more orders have there been for Pepsi than for Mountain Dew? 7 more orders
5 more orders
8 more orders
12 more orders

Please Help.

Answers

8 more orders and 12 more

A section of wall is being framed, A model of the framingwork is shown below
Which best describes the relationship between the
125° angle and angle A?
They are same side interior angles, Angle A
measures 55
They are alternate interior angles, Angle A
measures 125,
1259
They are vertical angles. Angle A measures 125,
They are corresponding angles, Angle A measures
55

Answers

Answer:

They are same side interior angles. Angle A measures 55°.

Step-by-step explanation:

Answer:

A They are same side interior angles. Angle A measures 55°.

I need help solving. The answer is (2,-6)Which ordered pair is the solution to the system of equations?

{x=1/2y+5
2x+3y=−14

(8, 9)

(−1, −12)

(18, 14)

(2, −6)

Answers

Since we are given x in terms of y, the most efficient way to solve it would be to substitute in the $(1)/(2)y+5$ for x in the second equation. So, we then have:

$2((y)/(2)+5)+3y=-14 \implies \ny+10+3y=-14 \implies \n4y+10=-14 \implies\n4y=-24 \implies \ny=-6$

So, now that we have our y, we can find x. We can actually use either equation, top or bottom, to find x, but to be efficient we should use the top one since we have x in terms of y, so:

$x=(-6)/(2)+5 \implies \nx=-3+5 \implies \nx=2$

So, our ordered pair is (2,-6).

An ant has a mass of approximately 4 × 10–3 grams and an elephant has a mass of approximately 8 x 106 grams. How many times larger is the elephant's mass as compared to the ant's mass?

Answers

$2*10^(9)$ times larger is the elephant's mass as compared to the ant's mass.

Given that, the mass of an ant is approximately $4* 10^(-3)$ and the mass of an elephant is approximately $8*10^(6)$ .

We need to find how many times larger is the elephant's mass as compared to the ant's mass.

What is an equation?

In mathematics, an equation is a formula that expresses the equality of two expressions, by connecting them with the equals sign =.

Let x be the number of times the elephant's mass is larger than an ant's mass.

So, x=The elephant's mass/An ant's mass= $(8*10^(6))/(4* 10^(-3))$