| Question 1. Question: The line y=2x- 3 intersects the curve y=x2+x-15 at the points
(a)(3,3)and(4,5)
(b)(-3,-9)and(4,5)
(c)(3,3)and(-4,-11)
(d)(-3,-9)and(-4,-11). |
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| Question 2. Can a system of linear equations in two variables have exactly two solutions? Why or why not? |
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| Question 3. Solve each system by the substitution method. Determine whether the equation are independent, dependent, or inconsistent. 1>3y – x = 0 x – 4y = 2 ; 2>y =3x y = 3x + 1 |
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| Question 4. How do you decompose this partial fraction?
(x+7)/(x+2)(x-3) |
| Answer: |
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| Question 5. solve using Substitution Method 2x = 2 – y 3x + y = −1 |
| Answer: |
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| Question 6. Solve using Addition method
x/3 - y/2 = -5/6 ;
x/5 - y/3 = -3/5 |
| Answer: |
Not Avalable
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| Question 7. The perimeter of a rectangle is 420 inches. The width is 4 inches less than the length. What is the length of the rectangle? |
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| Question 8. A rectangular corral is to be constructed with an internal divider parallel to two opposite sides, and 1200 meters of fencing will be used to make the corral (including the divider). What is the maximum possible area that such a corral can have? |
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| Question 9. Solve using addition method
3x + 4y = −5 ;
5x + 6y = −7 |
| Answer: |
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| Question 10. Solve Using Substitution Method.
1/3x + 1/5y = 7 ;
1/6x - 2/5y =-4 |
| Answer: |
Not Avalable
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| Question 11. Solve |4x + 2| < 6. Write the solution set in interval notation. |
| Answer: |
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| Question 12. Find the equation of the line passing through (1, 2) and parallel to the line y =3x+ 5. |
| Answer: |
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