Question

find the ratio of speed of cycle is 15 km per hour and speed of the scooter is 30 kilometre per hour​

Answer 1

Answer:

1:2

Step-by-step explanation:

Speed of cycle = 15km/hr

Speed of scooter= 30 km/hr

Ratio of the speed of cycle and speed of scooter=

$\frac{15}{30} = \frac{1}{2}$

1:2

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Answer 2

Answer:

• 1:2 is the ratio of speed of cycle and speed of scooter.

To find:

• Ratio of speed of cycle and speed of scooter.

Given:

• Speed of cycle = 15km/hr
• Speed of scooter = 30km/hr

Lets understand:

• To find the ratio of something we need to divide and then simplify the fraction.

[ Note - Make sure that the given data (Cycle , Scooter) are same in km/hr or m/sec. If they are not convert them into km/hr or m/sec. ]

Need to know:

• $\boxed{ \sf \underline{ \pink{\star} \: \purple{ Ratio = \frac{Speed \: of \: cycle}{Speed \: of \: scooter} } }}$

Solution:

➤ Ratio = $\bf \dfrac{15}{30}$

➤ 1 : 2

Hence, 1:2 is the ratio of speed of cycle and speed of scooter.