Has two decimal places o ds t p

Has two decimal places o ds t p n u Ro to 1 d 34. 8 Put one number in each Venn diagram section. Bonus points for the most minimally different solutions. nt ica gnif i s 5 s Has figure ma eci ed Ha re s th ces a l lp Ha s fo ur sig nifi c ant Rounds to 40 to 1 sf figu e s th r a 3 1 ge Has st inte re nea res nt fica i n g 3 si s Has figure

Bonus points for the most minimally different solutions. 16. 8 o t ates p c n Tru to 1 d o 0 t 10 o t s nd R ou Rounds to 200 to 3 sf o ds t p n u Ro to 1 d 16. 8 Put one number in each Venn diagram section. 1 sf Ha st wo di gi Has 4 significant figures s to d n Rou to 2 sf 4. 3 ts al m i c e 2 d es s a H plac

o ds t n u Ro o 1 sf t Put one number in each Venn diagram section. Rounds to 20 to 1 sf 20 Identify any regions which are to find a solution for and why. . s to d n Rou o 2 sf 23 t 2 sf o 0 t 2 s to R nd ou Rounds to 15 to 2 sf sf Rou nds to 1 0 to to nds 1 sf 1 0 to 2 Rou sf 2 8 to R o 1 t s d oun

1234 One number has been provided per region. 123 1200 Describe the two categories in each diagram. 1200. 01 0. 123 0. 01 1. 234 1149. 99 649 99. 99 1000 699 99. 9 700 750

Has two decimal places o ds t p n u Ro to 1 d 34. 8 Put one number in each Venn diagram section. 34. 81 Bonus points for the most minimally different solutions. 4 4. 01 34. 811 40. 01 348. 11 34. 85 ma eci ed ces a l lp Ha s fo re s th ur sig Ha 0. 123 40 ant c i f i sign s 5 s Ha figure 1. 123 nifi c ant Rounds to 40 to 1 sf e s th r a 3 1 ge Has st inte re nea figu 12. 499 res 13 1. 123 13. 4 13. 51 nt fica i n g 3 si s Has figure

Rounds to 200 to 3 sf o ds t p n u Ro to 1 d 16. 8 Put one number in each Venn diagram section. 16. 79 Bonus points for the most minimally different solutions. 15 150 16. 81 16. 85 10 o t s nd t tes a c p n Tru to 1 d 1 sf Ha ou 100 149. 9 . 8 o 16 17 o 0 t R 150. 1 50 st wo di gi Has 4 significant figures s to d n Rou to 2 sf 4. 3 4. 031 ts 4. 301 49 9 4. 31 4. 03 al m i c e 2 d es s a H plac

o ds t n u Ro o 1 sf t 22 -7. 640002 20 23 Not possible All numbers that round to 20 to 1 sf are also numbers that round to 23 to 2 sf as shown on the number line below s to d n Rou o 2 sf 23 t Rounds to 20 to 1 sf Rounds to 23 to 2 sf

Rounds to 20 to 1 sf 14. 4 15. 5 All numbers that round to 20 to 1 sf are also numbers that round to 15 to 1 sf as shown on the number line below 15 14. 9 Rounds to 15 to 2 sf Rounds to 20 to 1 sf Rounds to 15 to 2 sf

sf 2 0 to 48 to 2 s d un Ro 17 736 312 All numbers that round to 20 to 1 sf are also numbers that round to 18 to 2 sf as shown on the number line below Not possible 18 s to d n u 1 sf 2 8 to Ro Rounds to 20 to 1 sf Rounds to 18 to 2 sf

Ro d un o 2 st 15 o 0 t 2 sf Rou nds Not possible to 1 0 to 1 sf 14 4 Rounds to 20 to 1 sf Rounds to 10 to 1 sf All numbers that round to 20 to 1 sf are also numbers that round to 10 to 1 sf as shown on the number line below

One number has been provided per region. 1200 Describe the two categories in each diagram. s Ha Has 3 significant figures o ds t f n u Ro to 2 s 0 1234 123 1200. 01 0. 123 0. 01 1149. 99 t fi n fica ni ig 4 s R th oun en d ea s to re st 100 th 0 t ou o sa nd es gur 99. 99 1000 1. 234 l ima c e 2 d Has laces p Has 3 decimal places 700 o t t nds eares u o R he n d to t undre h 699 99. 9 649 700 750 to 00 d 7 s to undre e t a th nc Tru eares n the