This is a quick practice for the rules of rounding significant figures:  When multiplying or dividing, round to least number of sig figs.  When adding.

This is a quick practice for the rules of rounding significant figures:  When multiplying or dividing, round to least number of sig figs.  When adding or subtracting, round to first place value that is significant for all numbers. This editable. You could number the problems and project for a warm up. You could insert 3 duplicates of slide 1 then print a handout of slides 1-4 on one page for a ¼ page student handout. Visit my store for some of my physics products shown on the last slide. Thanks! Lisa Tarman TeachersPayTeachers

15.8 + 5.00 + 83 =103.8 (3.7)(12.6)= 46.62 63,000 - 2434=60,566 (26.00)(19.23)=499.98.004 + 1.5 + 3.002=4.506 2829 / 943=3

15.8 + 5.00 + 83 =103.8 (3.7)(12.6)= 46.62 63,000 - 2434=60,566 (26.00)(19.23)=499.98.004 + 1.5 + 3.002=4.506 2829 / 943=3 2 sig 3 sig 4 sig 3 sig 104 47 61,000 500.0 4.5 3.00

This is a quick practice for the rules of rounding significant figures:  When multiplying or dividing, round to least number of sig figs.  When adding.

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This is a quick practice for the rules of rounding significant figures:  When multiplying or dividing, round to least number of sig figs.  When adding.

Presentaciones similares

Presentación del tema: "This is a quick practice for the rules of rounding significant figures:  When multiplying or dividing, round to least number of sig figs.  When adding."— Transcripción de la presentación:

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