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The ratio of the present ages of Sameet and meenakshi is 4 is to 5 Six years hence the ratio of their ages will be 14 is to 17 What will be the ratio of their ages 12 years hence?
S= present age of sameet M = present age of meeakshi] Currently: (S/M)=(4/5) Therefore: S*5= M*4 In 6 years: (S+6)/(M+6) = (14/17) S*17 + 18 = M*14 Solving for S: plug in M=S*(5/4) S*17 + 18 = S*(5/4)*14 = (S*35/2) 18 = S*(1/2) S=36 and therefore M = 45 In 12 years(after the current 6): they will be 54 and 63 respectively. So the ratio of their ages will be 18 to 21
What ratio would you use To convert 70 minutes to seconds?
s = 60m where s is seconds and m is minutes.
What is the ratio of 60 cm to 4 m?
60 cm = 0.6 m So the ratio is 0.6 m / 4 m = 0.15
What has the author Y-K M Peng written?
Y-K. M Peng has written: 'Very small aspect ratio tokamaks' -- subject(s): Tokamaks
What is the ratio gravity of mercury?
The acceleration due to gravity on the surface of Mercury is about 3.7 m/s^2. This means that Mercury's gravity is approximately 0.38 times that of Earth's gravity, which is about 9.8 m/s^2.
Why is a part to part ratio different from a part to whoel ratio?
m
What would be the ratio of 400 m to 5 km?
It is: 2 m to 25 m
What is the cars acceleration if it accelerates uniformly from rest to 24 ms south in 18 s?
24 (m/s) / 18 s = 1.33 m/s/s or 1.33 m/s224 (m/s) / 18 s = 1.33 m/s/s or 1.33 m/s224 (m/s) / 18 s = 1.33 m/s/s or 1.33 m/s224 (m/s) / 18 s = 1.33 m/s/s or 1.33 m/s2
How do you calculate the Balance sheet ratio?
balance sheet of M/s combined industries relates to the year ended December 31/2000
How do you convert a ratio in centimeter's to meters?
If you have a ratio of two (or more) lengths in centimetres and each length is converted to metres, the rations remain exactly the same.For example, the ratio of 35 cm to 56 cm is the same as 0.35 m to 0.56 m or even 35 m to 56 m.If you have a ratio of two (or more) lengths in centimetres and each length is converted to metres, the rations remain exactly the same.For example, the ratio of 35 cm to 56 cm is the same as 0.35 m to 0.56 m or even 35 m to 56 m.If you have a ratio of two (or more) lengths in centimetres and each length is converted to metres, the rations remain exactly the same.For example, the ratio of 35 cm to 56 cm is the same as 0.35 m to 0.56 m or even 35 m to 56 m.If you have a ratio of two (or more) lengths in centimetres and each length is converted to metres, the rations remain exactly the same.For example, the ratio of 35 cm to 56 cm is the same as 0.35 m to 0.56 m or even 35 m to 56 m.
What is the area of the larger hexagon of two similar hexagons which have sides in the ratio 3 to 5 and the area of the smaller is 81 sq m?
ratio of areas = (ratio of sides)² ratio of sides = 3 : 5 → ratio of areas = 3³ : 5² = 9 : 25 → area larger = 81 m² ÷ 9 × 25 = 225 m²
How do you write 0.5 m as a ratio?
0.50
