What is the product of -0.2 and -6.8

Answers

Answer 1
Answer: On a calculator I got 1.36 when I multiplied -0.2 x -6.8
Answer 2
Answer: Hi!

-0.2 = -2/10 = -1/5


-0.2 × -6.8 =
-1/5 × -6.8 =
-1/5 × -6.8/1 =
(-1×-6.8)/(5×1) =
6.8/5 =
1.36

Answer:

1.36




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Solve 2a + 21 = 8a - 9, step by step
What is the quotient of (x3 +3×^2-4x-12) ÷ (x^2 + 5x +6)
For this question explainition should be proper​

What is 5.08 rounded to the nearest tenth?

Answers

5.1 the first spot after the decimal is tenths and if uoir number is 5 or higher you round up

2x 6=28
Write the Value of x

Answers

Answer:

11

Step-by-step explanation:

2*11=22

22+6=28=28

so it is equal it means that x value is eleven

The answer is 11 because since you are trying to find the value of x you would have to isolate x. The way you would is bring 6 to the other side with 28 because what ever you do to one side you have to do the other side. So, 28 - 6 = 22.

2x = 22
Now you can divide 2 by 2 and 22 by 2 so x is alone. 22/2 = 11 and that is the value of x.

(s)/(2)+8=54

Answers

S = 92

Explanation: I just know
I did the problem ig this is the answer S=368

How do you solve the proportion: 11/5.9 = 15/x I learned this a while back I just forget how to do it. thx

Answers

(11)/(5.9)= (15)/(x)

You have to cross multiply and you get:
11x=5.9*15

x= (5.9*15)/(11)

x= 8.045(45)
Multiply 15 by 5.9. Then divide by 11

Two right triangles on a coordinate plane are similar but not congruent.Each of the legs of both triangle are extended by 1 unit,creating two new right triangles.Are the resulting triangles similar? explain using an example

Answers


Virtually every time you try this stunt, the new triangles
are NOT similar.

Example:

Triangle A₀ . . . legs = 3 and 4;  hypotenuse = √25  = 5 .
Triangle B₀ . . . legs = 6 and 8;  hypotenuse = √100 = 10 .

Ratio of short legs = 6/3 = 2
Ratio of long legs  = 8/4 = 2
Ratio of hypotenuses = 10/5 = 2
The triangles are similar. 

Add 1 unit to all legs:

Triangle A₁ . . .  legs = 4 and 5;  hypotenuse = √41
Triangle B₁ . . .  legs = 7 and 9;  hypotenuse = √130

Ratio of short legs = 7/4 = 1.75
Ratio of long legs  = 9/5 = 1.8
Ratio of hypotenees = √(130/41) = 1.78 .

New triangles are NOT similar.

I think this ONLY works when the original triangles are
congruent, so the ratio of their similarity is 1:1. 
When each leg of both triangles is extended by the same
amount, they are still congruent.
 
But the question stipulates that they are NOT congruent.
So the answer to the question is:   No.  Never.
 
They are similar, by SSS. This shows that the sides are all similar but may not be congruent. And they started out similar, and they have the same scale factor. If you had one more angle besides the 90, you would be able to figure out the angles inside and have AA to justify. 
Sorry if this is a bad explanation. 

Simplify xz^3*4x^4z^5

Answers

Answer:

22x5z8

Step-by-step explanation:

xz3*4x4z5 

Final result :

22x5z8

Step by step solution :

Step  1  :

Equation at the end of step  1  :

(22xz3 • x4) • z5

Step  2  :

Multiplying exponential expressions :

 2.1    z3 multiplied by z5 = z(3 + 5) = z8

Final result :

22x5z8

Final answer:

The given expression xz^3*4x^4z^5 can be simplified by adding the exponents of same variables when they are multiplied resulting in the simplified expression 4x^5z^8.

Explanation:

Yes, it's possible to simplify the expression xz^3*4x^4z^5. The rule here involves combining the same variables and adding their exponent parts. First, let's look at x terms. You have x in both terms, one is x^1 (since an x without any shown exponent has 1 as exponent) and another is x^4, so when you multiply them (x^1 * x^4), you add their exponents to get x^5. Similarly for the z term: you have z raised to the power of 3 in the first term and z raised to the power of 5 in the next. When you multiply them (z^3 * z^5), you add their exponents to get z^8. The constant 4 is also being multiplied here and is retained in the final answer. In conclusion, the simplified expression will be 4x^5z^8.

Learn more about Simplifying expressions here:

brainly.com/question/36385368

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