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)
Advertising Guidelines for Indiana Mathematics Teacher
Official Publication of the Indiana Council of Teachers of Mathematics
Effective 10/4/2017
The Indiana Council of Teachers of Mathematics is a public voice of mathematics education in the State of Indiana. ICTM provides vision, leadership and professional development to support teachers in ensuring mathematics learning of the highest quality for all students. ICTM is dedicated to promote excellence in school mathematics curriculum, instruction, and assessment and to provide services and opportunities for professional growth and development of teachers of mathematics and future teachers of mathematics.
The Indiana Council of Teachers of Mathematics welcomes advertisements in its journal, Indiana Mathematics Teacher. The following general criteria shall guide publication of advertisements:
1. Advertisements should focus on marketing products and services that pertain to the teaching and learning of mathematics.
2. The editors of the journal shall be responsible for determining the acceptability of advertisements and their placement in the publication.
3. Advertisements should be submitted electronically to djmohr@usi.edu as high-res (300 dpi) PDF, PSD, or TIF preferred. We can accept JPG, etc. as well as long as they are high quality. [If color ad, CMYK color space preferred.]
Size and cost of ads:
FOUR-COLOR ADS
Inside Front Cover full-page ad 7.5” X 10” $350
Inside Back Cover full-page ad 7.5” X 10” $300
BLACK & WHITE ADS
Full-page ad 7.5” x 10” $250
Half-page ad (vertical) 3.5” x 10” $200
Half-page ad (horizontal) 7.5” x 4.75” $200
Quarter-page ad 3.5” x 4.75” $100