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ivanzaharov [21]
3 years ago
14

Find the value of x.

Mathematics
1 answer:
VikaD [51]3 years ago
4 0

Answer:

X = 9

okay If I'm wrong sry what's 9x3 it's 45 right ( me not using a caluctalter ) ( I didn't even spell that Right lol ) but anyways it's X=9

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Divide 5x^2 +6x-9 into 25x^4+19x^2-x-78
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I've uploaded a photo with the answer because it's too hard to do this out on the computer.

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3 years ago
Solving algebraic equations:<br><br> 5n+1<br><br> What do I do to solve this?
emmainna [20.7K]

Explanation:

The given <em>expression</em> is not an <em>equation</em>. There is nothing that can be <em>solved</em>.

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An equation has an equal sign between its left side and its right side. Solving it means finding a value for the variable (or variables) such that the equation is true.

For example, we might have ...

  5n +1 = 1

Your familiarity with math facts means you know that ...

  0 +1 = 1

In order for the term 5n to have a value of 0, the value of n must be 0 in this equation. The solution to 5n+1 = 1 is <em>n = 0</em>, because 5×0 + 1 = 1 is a true statement.

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An <em>expression</em> can be evaluated. To do that, put the value you want the variable to be every place you see the variable, then do the arithmetic.

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  5×6 +1

Doing the arithmetic, we get ...

  = 30 +1 = 31

The value of 5n+1 for n=6 is 31.

3 0
4 years ago
The value of a new car decreases by about 15% in the first year. How much will a car be worth after one year if its initial valu
Masja [62]

Answer:

(a)

$850.

(b)

$4250.

(c)

$4267.

Step-by-step explanation:

It is given that the value of a new car decreases by about 15% in the first year.

(a)

Now we are asked to find the cost of a car after one year; if we are given the initial value of car=$1000.

As the rate decreases by 15%.

that means we have to pay (100-15)% of the initial amount.

i.e. we have to pay 85% of the initial amount.

Hence the amount one has to pay= 85% of 1000.

which is equal to =85%×1000

⇒   =\dfrac{85}{100}\times 1000\\\\=85\times 10\\\\=850

Hence, the amount of car after one year when initaial amount is $1000 is:

$850.

(b)

if initial amount=$ 5000

then amount one has to pay after one year:

85\%\times 5000\\ \\=\dfrac{85}{100}\times 5000\\\\=4250

Hence, the amount of car after one year when initaial amount is $5000 is:

$4250.

(c)

if initial amount=$ 5020

then amount one has to pay after one year:

85\%\times 5020\\ \\=\dfrac{85}{100}\times 5020\\\\=4267

Hence, the amount of car after one year when initaial amount is $5020 is:

$4267.

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3 years ago
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Simplify equation please
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