Area Units: Basic conversion

Question 1

$\( 8km^2=?m^2 \)$

Question 2

$\( 5cm=?mm \)$

Question 3

$\( 7m=?cm \)$

Question 4

$\( 5000cm=?km \)$

Question 5

$\( 5cm=?mm \)$

Examples with solutions for Area Units: Basic conversion

Exercise #1

$8km^2=?m^2$

Video Solution

Step-by-Step Solution

It's important to remember that in one kilometer there are 1000 meters.

Therefore, if there are 8 kilometers, it means there are 8*1000 meters -

8000 meters.

Answer

$8000m^2$

Exercise #2

$5cm=?mm$

Video Solution

Answer

$50$

Exercise #3

$7m=?cm$

Video Solution

Answer

$700$

Exercise #4

$5000cm=?km$

Video Solution

Answer

$0.005$

Exercise #5

$5cm=?mm$

Video Solution

Answer

$50$

Question 1

$\( 7m=?cm \)$

Question 2

$\( 12cm=?dm \)$

Question 3

$\( 0.5m=?cm \)$

Question 4

$\frac{1}{5}km=?m$

Question 5

$\( 0.6km=?cm \)$

Exercise #6

$7m=?cm$

Video Solution

Answer

$700$

Exercise #7

$12cm=?dm$

Video Solution

Answer

$1.2$

Exercise #8

$0.5m=?cm$

Video Solution

Answer

$50$

Exercise #9

$\frac{1}{5}km=?m$

Video Solution

Answer

$200$

Exercise #10

$0.6km=?cm$

Video Solution

Answer

$60,000$

Question 1

$2\frac{1}{2}km^2=?m^2$

Question 2

$\( 3780m^2=?km^2 \)$

Question 3

$\( 9m^2=?cm^2 \)$

Question 4

$\( 291cm^2=?m^2 \)$

Question 5

$\( 125m=?km \)$

Exercise #11

$2\frac{1}{2}km^2=?m^2$

Video Solution

Answer

$2500m^2$

Exercise #12

$3780m^2=?km^2$

Video Solution

Answer

$3.78km^2$

Exercise #13

$9m^2=?cm^2$

Video Solution

Answer

$90000cm^2$

Exercise #14

$291cm^2=?m^2$

Video Solution

Answer

$0.0291m^2$

Exercise #15

$125m=?km$

Video Solution

Answer

$\frac{1}{8}$

Question 1

$\( 1382dm=?m \)$

Exercise #16

$1382dm=?m$

Video Solution

Answer

$138.2$