Questions 12 through 16 refer to the following survey results and article. 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) What do students consider to be "art"? According to the World Arts Council, most students who were asked this question considered art to be painting. Almost seventy percent of students age 15 through 18 said that painting was art. This takes into account all manner of painting from watercolor to pastels, oils, and acrylics. A much smaller number, twenty percent, said that sculpture was art. This number includes students who said that sculpture included wood and clay. Eight percent said that stone sculpture was art. Only (W0 percent of the students surveyed thought that working with wood was art. "I think that paintings are artistic," one student said, "but sculpture isn’t.”According to Liza Melter, art director at Bandas University, students tend to associate art with color; things that lack color aren’t considered art. This research will be used in the future to help better develop high school and university art curriculums. |
Newspaper clipping Local high-school teacher communicates with blind students via sculpture. Matt Creabome. an art teacher at Crestview High-School. recently began using sculpture to assist blind students with such subjects as math and geometry. He got the idea by watching the great Spanish sculptor Rigo Rossi use his hands to count off measurements as he sculpted. “By using their hands. students can feel things like distances and spatial relationships,“ Mr Creabome said. “This allows them to think abstractly. just like in geometry.“ Mr. Creabomc‘s technique will be tried in several other schools this fall including three high schools for blind learners. According to Jim Miller. director for assisted student learning. Mr. Crcabomc’s methods should help visually impaired students match non-visually impaired students in terms of their test scores in mathematics. “We are looking forward to big improvements in test scores in the next few years," Mr. Miller said. . |
12. What was the age range of the students interviewed? 13. According to one art director, what do students associate art with? 14. According to the chart. what is the least likely to be considered art? | 15. According to the newspaper clipping, which students are Mr. Creaborne’s classes for? 16. According to the newspaper clipping, what benefit will Mr. Creabome’s technique have on the students? |