D Now Mark Me Brainliest Please
Step-by-step explanation:
D Now Mark Me Brainliest Please
Step-by-step explanation:
See Below
Step-by-step explanation:
Question 1
If I am reading your question right and you mean (x3•x3•x3) & (x3•3•3)
The expressions are not equivalent to each other because x3.x3.x3 is equal to 27 x^3 & (x3•3•3) is equal to 27x
if the question is(x^3•x^3•x^3) & (x3•3•3) , they are still not equvalent because (x^3•x^3•x^3) is equal to x^9 and (x3•3•3) is s equal to 27x
Question 2 I think the question is 1/x^(-3/6)
1/x^(-3/6) = x^(3/6)/1 = x^(3/6) = x^(1/2) =
Question 3
. 4 = (1) (4) (.)= 4 =4x
Question 4
I think this is x^(5/6) / x^(1/6) In that case it is
= = ==
Question 5
1/(x^-1) is equivalent to x^1/3* x^1/3* x^1/3
They both simplify to be x
1/(x^-1) = (1/x)^-1 = x
x^1/3* x^1/3* x^1/3 = x ^(1/3 +1/3 +1/3) = x^1= x
1) No. 2) 3)4x 4) or 5) B and D.
Step-by-step explanation:
Check the pictures below
1) x^(3*3*3)=x^{27}[/tex]
For the first, we must just repeat the base e sum the exponents
For the second one, we must multiply the exponents.
According to the Exponents Law.
2)
Here we have three combined Exponent laws, namely:
3)
First on multiplying keep the 4 outside the square root,
4) The starting point of it is reminding that in a fraction, whenever we divide two fractions we have to operate the product of the first fraction times the inverse of the second one.
Then we apply the Exponent Law of a divison between same base powers, repeating the base subtracting the exponents, and simplifying it:
5)
Check below
b and d, are equivalent between themselves since the same quantities of x are displayed. Notice, all we have used. Exponent Laws and Power Properties
The expression is
We need to solve each power: .
The Greatest common factor between 27 and 216 is 27, so we extract that
, which is the simplest form.
2.The expression is
Notice that bases are equal, that means we need to sum exponents only to find the simplest form
3.The expression is
Here we transform the root into a fractional exponent.
4.The expression is
Here we need to express it as the root of a fraction
Then, we divide
5.The equation is
First, we move the term 5 to other side, then we elevate the equality to the square power to eliminate the square root. Consequently, we have to solve the square power of the binomial x+5:
Then, we move all terms to one side
Now, we have to find to numbers which product is 12 and which sum is 8, those numbers are 6 and 2:
The solutions are -6 and -2.
6.The expression is
First, we subtract the equation by 3, then we divide by 3:
Then, we elevate each side to the fifth power to eliminate the root
Now, we apply a cubic root to each side
The expression is
We need to solve each power: .
The Greatest common factor between 27 and 216 is 27, so we extract that
, which is the simplest form.
2.The expression is
Notice that bases are equal, that means we need to sum exponents only to find the simplest form
3.The expression is
Here we transform the root into a fractional exponent.
4.The expression is
Here we need to express it as the root of a fraction
Then, we divide
5.The equation is
First, we move the term 5 to other side, then we elevate the equality to the square power to eliminate the square root. Consequently, we have to solve the square power of the binomial x+5:
Then, we move all terms to one side
Now, we have to find to numbers which product is 12 and which sum is 8, those numbers are 6 and 2:
The solutions are -6 and -2.
6.The expression is
First, we subtract the equation by 3, then we divide by 3:
Then, we elevate each side to the fifth power to eliminate the root
Now, we apply a cubic root to each side
SI=(P*R*T)/100
P=2000
R=1.5
T=6
SI=(2000*1.5*6)/100
=(2000*9)/100
=180
Neil will earn interest of 180
It will provide an instant answer!