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)
We are empowering PreK-12 educators
and learners with programs, tools, and services that make the science of learning
serve the art of teaching, through:
Purposeful Technology, Differentiated Pedagogical Instruction and Unmatched Professional Development.
McGraw Hill Sponsored Sessions
Conference:
34: Christopher Wells. Adaptive Learning – Moving Towards Personalized Learning in Science.
35: Christopher Wells. Differentiating in a Technology-Rich Classroom.
The PASCO Mission
"Providing educators worldwide with innovative technology and solutions for teaching science and our full support of those solutions in schools."
PASCO sponsored sessions”
Preconference:
Essential Physics: Textbook and ebook
Reimage the Classroom: PASCO
Wireless Sensing Technology