<h2>m=(2xw)-6</h2>
Step-by-step explanation:
Let the number of women in the committee be .
Let the number of men in the committee be .
Since it is given that the number of men are 6 less than twice the number of women,
Twice the number of women is
Twice the number less six is
Since it is given that the committee has a total of 45 members,
the total number of men and women is 45.
So,
using (i) and (ii),
In this equation, we are solving for f. The first thing we have to do is get rid of the denominator, so we have to multiply both sides by 9, which leaves us with 9C=5*(f-32). Then we divide both sides by 5, which is 9/5C=f-32. The last thing we have to do is add 32 to both sides to isolate f, which gives us our final equation of (5/9)C+32=f.
(3x² + 2y³)⁴
(3x² + 2y³)²(3x² + 2y³)²
(3x² + 2y³)(3x² + 2y³)(3x² + 2y³)(3x² + 2y³)
(3x²(3x² + 2y³) + 2y³(3x² + 2y³))(3x²(3x² + 2y³) + 2y³(3x² + 2y³))
(3x²(3x²) + 3x²(2y³) + 2y³(3x²) + 2y³(2y³))(3x²(3x²) + 3x²(2y³) + 2y³(3x²) + 2y³(2y³))
(6x⁴ + 6x²y³ + 6x²y³ + 4y⁶)(6x⁴ + 6x²y³ + 6x²y³ + 4y⁶)
(6x⁴ + 12x²y³ + 4y⁶)(6x⁴ + 12x²y³ + 4y⁶)
6x⁴(6x⁴ + 12x²y³ + 4y⁶) + 12x²y³(6x⁴ + 12x²y³ + 4y⁶) + 4y⁶(6x⁴ + 12x²y³ + 4y⁶)
6x⁴(6x⁴) + 6x⁴(12x²y³) + 6x⁴(4y⁶) + 12x²y³(6x⁴) + 12x²y³(12x²y³) + 12x²y³(4y⁶) + 4y⁵(6x⁴) + 4y⁶(12x²y³) + 4y⁶(4y⁶)
24x⁸ + 72x⁶y³ + 24x⁴y⁶ + 72x⁶y³ + 144x⁴y⁶ + 48x²y⁹ + 24x⁴y⁵ + 48x²y⁹ + 16y¹²
24x⁸ + 72x⁶y³ + 72x⁶y³ + 24x⁴y⁶ + 144x⁴y⁶ + 48x²y⁹ + 48x²y⁹ + 24x⁴y⁵ + 16y¹²
24x⁸ + 144x⁶y³ + 168x⁴y⁶ + 96x²y⁹ + 24x⁴y⁵ + 16y¹²
The coefficient of the third term in the expansion of the binomial is 6.
Answer:
Hello!!
your answer will be<u> option D.96m^2</u>
Step-by-step explanation:
hope it's helpful
have a great day
Answer:
Simple random sampling
Step-by-step explanation:
The type of sampling used here is simple random sampling(SRS) because SRS is defined as the sampling technique where a group of subjects known as sample are selected for study from a larger group known as population. Thereafter, each individual will be entirely chosen by chance and then each member of the population will have an equal opportunity of being included in the sample.
Thus question given corresponds to this definition.