How to solve for x 8(4-x)= 7x+2

Answers

Answer 1

Answer: 8 ( 4 - x ) = 7x + 2
32 - 8x = 7x + 2
      -7x     -7x
--------------------------
32 - 15x = 2
-32           -32
----------------------------
-15x = -30
/-15      /-15

x = 2.

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If n = 6 and p =2, what is 3n + 2p ?

Answers

3n + 2p
3(6) + 2(2)
18 + 4
22

Answer: 22

*Hope that helps and enjoy Brainly :) *

this is substitution question
3 (6) + 2 (2) =
18+4=22

The inside of the container is 50 cm long, 20 cm wide, and 25 cm tall. How far from the top of the container is the surface of the water?

Answers

Answer:

25,000 cm^3

Step-by-step explanation:

V=hwl

V=(25)(20)(50)

V=25*1000

V=25000

What is the area of the triangle when a=14 and c=50 what is b?

Answers

No answer is possible.
Without the picture ... or a detailed explanation ...
it's not possible to tell what 'b' is.

B is 116. The area of any triangle should equal 180. So you add 14 plus 50 to get 64 and then you subtract 180 minus 64 and get 116. Got it?

What is the radian equivalent for 180 degrees ?

Answers

Answer:

π 3.142?

Step-by-step explanation:

Movie tickets now average $9.50, but are increasing 9% each year. Select the appropriate type of function that models the growth of movie tickets over time in years.A. Quadratic
B. Linear
C. Exponential
D. Absolute Value

Answers

Your answer will be Exponential.

You can use this to determine the cost/height rate of the movie price.

Final answer: C

Which expressions are equivalent to the one below? Check all that apply. 9^xa. 9 * 9^(x 1)
b. (36/4)^x
c. 36^x/4
d. 9 * 9 ^(x-1)
e. 36^x/4^x
f. x^5

Answers

In between given 6 exponential expressions, $((36)/(4) )^(x)$ , 9 × $9^(x - 1)$ , and $(36^(x))/(4^(x))$ are equivalent to $9^(x)$

What is an exponential expression?

"An exponential equation is an equation with exponents where the exponent (or) a part of the exponent is a variable."

Given expression is $9^(x)$ .

a. 9 × $9^(x + 1)$ is equal to $9^(x + 2)$ .

b. $((36)/(4) )^(x)$ is equal to $9^(x)$ .

c. $(36^(x))/(4)$ is equal to $9^(x)$ × $4^(x - 1)$ .

d. 9 × $9^(x - 1)$ is equal to $9^(x)$ .

e. $(36^(x))/(4^(x))$ is equal to $9^(x)$ .

f. $x^(5)$ is equal to $x^(5)$ .

Therefore, from the given expressions, $((36)/(4) )^(x)$ , 9 × $9^(x - 1)$ , and $(36^(x))/(4^(x))$ are equivalent to $9^(x)$ .

Learn more about an exponential expression here: brainly.com/question/11471525

#SPJ2

$a.\ 9\cdot9^(x+1)=9^(1+x+1)=9^(x+2)\neq9^x\n\nb.\ \left((36)/(4)\right)^x=9^x\ OK\ :)\n\nc.\ (36^x)/(4)\neq9^x\n\nd.\ 9\cdot9^(x-1)=9^(1+x-1)=9^x\ \ OK\ :)\n\ne.\ (36^x)/(4^x)=\left((36)/(4)\right)^x=9^x\ \ \ OK\ :)\n\nf.\ x^5\neq9^x\n\nAnswer:\huge\boxed{b;\ d;\ e}$

$Used:\n\na^n\cdot a^m=a^(n+m)\n\n(a^n)/(b^n)=\left((a)/(b)\right)^n$

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