A.
Because in mathematics, a geometric progression, also known as a geometric sequence, is a sequence of non-zero numbers where each term after the first is found by multiplying the previous one by a fixed, non-zero number called the common ratio.
Answer:
The right answer for the question is 6.
R=<span>C/2π
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year 9?</span>
First of first we are going to solve the term inside the parenthesis in the right side of the equation .
30 + 6p = 7 ( p+6 ) - 5
30 + 6p = 7p + 42 - 5
Then , isolate the terms with variable to the left side of the equation and the constants to the right side of the equation .
30 + 6p = 7p + 42 - 5
6p - 7p = 42 - 5 - 30
- Combine the terms and solve for the variable p.
6p - 7p = 42 - 5 - 30
- 1p = 7
- 1p = 7
P = - 7
Therefore , the value of the variable p is - 7
