How far the angles of a polygon add up to

Difficulty Stretch · Set r5si51

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  1. 1
    How many degrees do the inside angles of a hexagon add up to?

  2. 2
    How many degrees do the inside angles of a hexagon add up to?

  3. 3
    How many degrees do the inside angles of a heptagon add up to?

  4. 4
    How many degrees do the inside angles of a octagon add up to?

  5. 5
    How many degrees do the inside angles of a hexagon add up to?

  6. 6
    How many degrees do the inside angles of a nonagon add up to?

  7. 7
    How many degrees do the inside angles of a quadrilateral add up to?

  8. 8
    How many degrees do the inside angles of a heptagon add up to?

  9. 9
    How many degrees do the inside angles of a decagon add up to?

  10. 10
    How many degrees do the inside angles of a octagon add up to?

  11. 11
    How many degrees do the inside angles of a pentagon add up to?

  12. 12
    How many degrees do the inside angles of a octagon add up to?

  13. 13
    How many degrees do the inside angles of a quadrilateral add up to?

  14. 14
    How many degrees do the inside angles of a quadrilateral add up to?

  15. 15
    How many degrees do the inside angles of a pentagon add up to?

  16. 16
    How many degrees do the inside angles of a dodecagon add up to?

  17. 17
    How many degrees do the inside angles of a dodecagon add up to?

  18. 18
    How many degrees do the inside angles of a decagon add up to?

  19. 19
    How many degrees do the inside angles of a nonagon add up to?

  20. 20
    How many degrees do the inside angles of a pentagon add up to?

What is in this set

Drawing 240 problems from this page produced 9 different ones, 4% — so a sheet of 20 will come back to a problem you have seen — there are only so many sensible ones of this kind.

The same skill, harder or easier

We would put this in front of a grade 7 class. That is our judgement, not a standard, and it is printed here so you can disagree with it. Everything else we put in that year.

Next to this

Angles around a point

Numbers 4–112; every one will meet at a point, so they add to 360°.

One angle of a regular polygon

Numbers 0–0; every one will use a shape whose angles are all the same.

Surface area of a cube

Numbers 2–25.

All of geometry

42 skills in this topic, 126 sets between them.

Printing it

The printed sheet carries no menus and no advertising, and the answer key is on its own page.