MATHEMATICS MIDDLE SCHOOL

7823 multiply10 to the power of 3.

Answers

Answer 1

Answer: The answer is 7,823,000

Answer 2

Answer:

Answer: 7,823,000

Because 10 to the power of 3 means 1000, so 7823 times 1,000

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Which is NOT an example of an internal response to stimuli?A. A deer sees a wolf and runs away.B. A bean seedling bends towards the sun.C. A rabbit feels thirsty and drinks water.D. The sun shines over an entire field of sunflowers.

Plz help! only 1-4 questions need to do!!u will get 11 points!!

Answers

i think that if the word (of) is in a math sentance u multiply

What two decimals are equivalent to 5.300

Answers

I don't understand the question. Can I have some context?

The answers are 5.3 and 5.30. This is because you can take/add as many 0s to the end of a decimal and the value won't change.

Are 2/7 and 6/21 equivalent ratios

Answers

To find the ratios are equivalent or not, we need to take out the difference between the two ratios.

Equivalent Ratio

Two ratios are equivalent ratios if there difference is zero, or we can say that the two ratios are equivalent ratios if they are in the same proportion to each other.

For example,

$(1)/(2)=(2)/(4)=(3)/(6)= (50)/(100)$

$(2)/(7)$ and $(6)/(21)$ ratios are equivalent ratios.

Given to us

$(2)/(7)$

$(6)/(21)$

Solution

If the ratios are equivalent to each other then their difference will be zero.

$(2)/(7)-(6)/(21)\n\n=(2* 3)/(7 * 3)-(6)/(21)\n\n=(6)/(21)-(6)/(21)\n\n= 0$

Hence, $(2)/(7)$ and $(6)/(21)$ ratios are equivalent ratios.

Learn more about Equivalent ratios:

brainly.com/question/13513438

6 / 2 = 3
21 / 7 = 3

Yes, 2/7 and 6/21 are equivalent ratios. The second number is simply the first number tripled.

What is the equation of the graph below? y=sin(x/3) y = sin(3x) y = sin(0.3x) y=sin(2x/3)

Answers

The equation of the trigonometric graph which is represented below is y= sin(3x). Option b is correct.

What is the equation of the trigonometric graph?

The equation of the trigonometric graph represent the trigonometric function with the help of angles.Two main ways to prepare the sine and cosine function are,

$y=\sin x\ny=\cos x$