PLEASE HELP DUE TODAY
Answers
Answer:
Five plus the difference of seventeen and eight
Answer: B
Step-by-step explanation: You would add 5 to the sum of 17-8.
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Answers
39/10
39 ÷ 10= 3.9
3.9 x 100 = 390%
= (39*10) / (10*10)
= 390/ 100
= 390%
The final answer is 390%~
Answers
Answers
(75+70+90+60+50+90+70)/7
= 505/7
=72.14
Two
None
Infinitely many
Answers
Answer:
Option 1 - One
Step-by-step explanation:
Given : Equation
To find : How many solutions does the equation have?
Solution :
Step 1 - Write the equation,
Step 2 - Add 8 both side,
Step 3 - Solve the like terms
Therefore, The solution of the equation is only one as it is linear equation and the solution is at p=9.
So, Option 1 is correct.
Answer:
Answer:
Option 1 - One
Step-by-step explanation:
Given : Equation
To find : How many solutions does the equation have?
Solution :
Step 1 - Write the equation,
Step 2 - Add 8 both side,
Step 3 - Solve the like terms
Therefore, The solution of the equation is only one as it is linear equation and the solution is at p=9.
So, Option 1 is correct.
Step-by-step explanation:
Answers
For me, I just did 15 divided by 3, which equals to 5. So.. You do 5 x 5 to find out how many people there are in the club in total.
Final answer:
The question is about finding the total number of people in the yearbook club given that 15 people represent three-fifths of the total. By using a proportion, we find that the yearbook club has 25 people.
Explanation:
This is a proportional relationship problem in mathematics. You are given that 15 people represent three-fifths (or 3/5) of the total number of people in the yearbook club. To find the total number of people in the club, you set up the proportion: 15 is to 3 and X is to 5.
Then, cross multiply and solve the equation for X. 3*X = 15*5, therefore X = 75/3 = 25. So, there are 25 people in the yearbook club.
Learn more about Proportional Relationships here:
#SPJ2
Answers
Answer:
k = 3
Step-by-step explanation:
If the line passing through the points A (-1,3k) and B (k , 3) is parallel to the line whose equation is 2y+3x=9, then their slopes are equal
For coordinate AB;
slope m1 = 3 - 3k/k-(-1)
m1 = 3-3k/k+1
For the line 2y+3x = 9
2y = -3x + 9
y = -3/2 x + 9/2
Slope m2 = -3/2
Since m1 = m2
3-3k/k+1 = -3/2
Cross multiply
2(3-3k) = -3(k+1)
Expand
6 - 6k = -3k - 3
-6k+3k = -3 - 6
-3k = -9
k = -9/-3
k = 3
Hence the value of k is 3