Answer:
13
Step-by-step explanation:
8 - (-5) = 13
Since x is the same in both points we only have to count the y
Answer:
A:on real axis C:quadrant 1 F:quadrant 4
Step-by-step explanation:
I took the assignment
Answer:
Answer to the 1st question is: 16/9 or 16:9 (whichever form you use)
Answer to the 2nd question is: 7/9 or 7:9
Step-by-step explanation:
<u>Key skills needed: Number theory, Ratios, and Fractions</u>
1) Let's look at the first question. A ratio is usually a number of something over a number of another thing. One such example is 5 apples : 4 oranges (or 5 apples/ 4 oranges - whichever form you write in).
- Based on that let's look at the first problem. We want to find the ratio of all the marbles in the bag to the blue marbles. So it would be --> the total # of marbles over the number of blue marbles.
- The total number of marbles is 7+9= 16. This would be our <u>first number, or the numerator. </u>
- The number of blue marbles is 9. This would be our <u>2nd number, or the denominator of the ratio.</u>
- With this information --> The ratio would be 16/9 or 16:9
2) Now let's look at the 2nd question. The number of red marbles to the number of blue marbles is the ratio we need to find.
- The number of red marbles is 7. This would be our first number or the numerator.
- The number of blue marbles is 9. This would be our second number or the denominator.
- Therefore, the ratio would be --> 7/9 or 7:9
<em>Hope you understood and have a nice day!! :D</em>
Answer:
5/(3x+2) = 7/(5x-2)
<=>5*(5x-2) = 7*(3x+2) (x is not equal to -3/2 or 2/5)
<=> 25x -10 = 21x +14 (x is not equal to -3/2 or 2/5)
<=> 4x = 24 (x is not equal to -3/2 or 2/5)
<=> x = 6 (valid)
ANSWER
EXPLANATION
Let the function that represent the graph be:
The parabola passes through the points (-2,8), (0,2), and (1,5).
These points must satisfy the function.
For (-2,8), we have
This implies that that,
For (0,2), we have,
This implies that,
For (1,5), we have
This implies that,
Put c=2 into equation (1) and (2).
Add equation (3) and equation (4)
Put a=2 into equation (4).
Therefore the function is
