The answer is 3 to 2.
25 to 2
To find out how much 120 cm is less than 2 meters, first convert 2 meters to centimeters. Since 1 meter equals 100 centimeters, 2 meters is 200 centimeters. Now, subtract 120 cm from 200 cm: 200 cm - 120 cm = 80 cm. Therefore, 120 cm is 80 cm less than 2 meters.
To simplify the ratio of 80 cm to 2 m, we first convert both measurements to the same unit. Since 1 m is equal to 100 cm, 2 m is equal to 200 cm. The ratio then becomes 80 cm to 200 cm. To simplify this ratio, we divide both numbers by their greatest common factor, which is 40. Therefore, the simplified ratio of 80 cm to 2 m is 2:5.
To determine if you can pour 120 cm of liquid into the vase, you need to calculate the vase's volume. The volume of the vase is height × width × length, which equals 4 cm × 4 cm × 5 cm = 80 cm³. Since 120 cm exceeds the vase's capacity of 80 cm³, you cannot pour that amount into the vase without overflowing.
750 mm to 60 mm or as 25 mm to 2 mm
The ratio is 15:1Here's why:1 cm = 10 mm, so 120 cm = 1200 mm1200/80 = 15/1
25 to 2
1 to 4
To find out how much 120 cm is less than 2 meters, first convert 2 meters to centimeters. Since 1 meter equals 100 centimeters, 2 meters is 200 centimeters. Now, subtract 120 cm from 200 cm: 200 cm - 120 cm = 80 cm. Therefore, 120 cm is 80 cm less than 2 meters.
To simplify the ratio of 80 cm to 2 m, we first convert both measurements to the same unit. Since 1 m is equal to 100 cm, 2 m is equal to 200 cm. The ratio then becomes 80 cm to 200 cm. To simplify this ratio, we divide both numbers by their greatest common factor, which is 40. Therefore, the simplified ratio of 80 cm to 2 m is 2:5.
To determine if you can pour 120 cm of liquid into the vase, you need to calculate the vase's volume. The volume of the vase is height × width × length, which equals 4 cm × 4 cm × 5 cm = 80 cm³. Since 120 cm exceeds the vase's capacity of 80 cm³, you cannot pour that amount into the vase without overflowing.
The fuselage to wing ratio typically refers to the proportion of the fuselage length to the wingspan. For a glider with a wingspan of 120 cm, the ratio would depend on the specific design of the glider. If, for example, the fuselage length is 40 cm, the fuselage to wing ratio would be 40 cm (fuselage) to 120 cm (wingspan), simplifying to 1:3. The actual ratio can vary significantly among different glider designs.
750 mm to 60 mm or as 25 mm to 2 mm
60mm/45cm = 60 mm/450 mm = 60/450 which you can simplify, if you so wish.
The fuselage to wing ratio typically refers to the length of the fuselage compared to the wingspan of an aircraft. The specific ratio can vary based on the design of the aircraft. For example, if the fuselage length is 60 cm, the fuselage to wing ratio would be 0.5. To calculate this ratio, simply divide the fuselage length by the wingspan (in this case, 60 cm / 120 cm = 0.5).
By unit of length and distance and conversion ,we can say that 1 cm=10 mm 8 cm =80 mm now ,ratio is 80 :5 16 :1 16 times does 8 cm go into 5 mm
120 cm = 1.2 metres.