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Sum Up the News

Sum Up the News

Program Content for September 9, 2014

Vocabulary

1. The slope of a linear equation ______________ as the x-value increases.

               A. decreases

               B. remains constant

               C. increases

               D. increases and then decreases

 

 

 

2. A quadratic function’s x-intercepts are points where _________________.

               A. the graph crosses the x-axis

               B. the x-values are equidistant from the line of symmetry

               C. f(x) is equal to 0

               D. all of the above

 

 

 

3. Lines L and M intersect at point A and lines M and N intersect at point B. If the three lines are all in the same plane and only combine to produce two points of intersection then __________________.

               A. lines L and M are perpendicular

               B. lines L and M are parallel         

               C. lines L and N are perpendicular

               D. lines L and N are parallel

 

 

 

 

 

Based on the article “With more insured, rural docs can’t keep up” on page A1 of the Tuesday, September 2nd, Seattle Times.

4. The ACA provided funding for 550 residents to work as primary care doctors in underserved areas across the country. Washington State has 2.2% of the nation’s population. If the funding for the primary care residencies was distributed by population, how many fewer Washington residencies would be funded by the ACA?

               A. 12

               B. 16

               C. 20

               D. 27

 

5. The Community-Based Medical Education Act of 2014 would expand the ACA’s funding of primary care residencies. If passed, the act would expand the number of residency slots to 2050. If the new residency slots were distributed in the same proportion as the existing ones, how many more residencies would Washington State receive?

               A. 17

               B. 45          

               C. 76

               D. 104      

 

 

Based on the article “Power clashes cloud solar’s future” on page A1 of the Sunday, September 7th Seattle Times.

6. As of the beginning of this year, California had 271,000 solar installations while Washington had only 5,700. Some of that discrepancy is due to the larger number of households in California. Washington has 2.93 million households compared to California’s 13.8 million households.  If Washington had as many solar installations per household as California, then how many more would Washington have?

               A. 26,800

               B. 51,800

               C. 57,500

               D. 63,900

7.  While solar power currently makes up a tiny percentage of the U.S. energy supply, it is growing rapidly. Last year the total capacity of the solar systems installed worldwide grew by 35%. If the number of Washington’s solar installations increased by 35% each year, how many would there be in 2024?

               A. 20,000

               B. 25,600

               C. 57,000

               D. 115,000

 

8. Mr. Leber installed his solar system in 2013 at a cost of $17,000. He estimates that the system will repay 70% of its costs though energy saving s by the year 2020. How much does Mr. Leber expect to save each year on energy costs thanks to his solar system?

 

               A. $1,700

               B. $2,400  

               C. $4,900

               D. $11,900

 

9. If Mr. Leber’s solar energy system offsets a third of his energy costs, how much would he be paying each month for energy without the system?

               A. $142

               B. $425

               C. $2,260

               D. $5,100

 

10. Examine the graph titled “Washington solar power” on page A12. If the capacity of the solar installations in the state continues to increases at the same growth rate, which of the following equations would represent the solar capacity, M, in megawatts of the state’s solar installations in the year N?

               A. M= 7.1 + 2.9N

               B. M = 2.5 * (1.69)N

               C. M = 2.5* (1.69)N - 2013

               D. M = 7.1* (1.69)N – 2013

 

 Sum Up the News is posted to the Web on Tuesdays. Please share the NIE program with other teachers. To sign-up for the electronic edition of the newspaper please call 206/652-6290 or toll-free 1-888/775-2655.

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