Hoe MathLine at Howbrite hun overig boek of tijdschrift begonnen
Als wie of wat sta je bekend?
MathLine at Howbrite Solutions, Inc.
Bij welk vakgebied past jouw onderneming het beste?
Vertel ons iets meer over jezelf en de mensen die je bereikt
The cover is for the "Building Number on RekenMathLine" Workbook for K-1 math learners. RekenMathLine is part of MathLine which is a series of hands on tools, support workbooks, teacher guides, digital tools, and an on-line platform to help students learn K-4 math. We target k-4 math decision makers and teachers, along with wanting to appeal to parents to help their kids. The cover is for one of the workbooks which will be purchased by K-5 schools and their math administrators, K-5 teachers, parents of students who need help in K-4 mathematics.
Wat inspireert je en hoe stel je je het ontwerp van jouw onderneming voor?
We need a cover for a student workbook completed, “Building Number on RekenMathLine”. We have niche series of new math products called RekenMathLine, the RekenMathLine100, and the RekenMathline 5x20. See their corresponding grade appeal on the attached document below. We have new support workbooks called "Building Number" and "Understanding Operations". Each of the three RekenMathLine models have a cover for both of the books. So the contest is for the first workbook, however the winning designer, DEPENDING ON RATE, will get hired to complete the rest of the covers for Building Number Series.
SIMPLE DESIGN CAN BE GOOD, but I am open to anything.
BALANCED use of color, something that can be applicable to the rest of the series.
The winner of the contest can discuss with Dale Ylitalo doing 3 more covers for “Building Number” series which will look very similar and feel the same as the contest winning cover.
Then there is another series we hope to hire the designer to produce covers for at a similar rate providing the first series worked out. This series is the Understanding Operations on RekenMathLine.
The Understanding Operations Series will also feel like they are part of the same family but will have its own identity.
We hebben soortgelijke wedstrijden gevonden die je misschien leuk vindt