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Present age of father is \(48\) and daughter is \(18\) . What is the ratio of age of daughter to father?
Divide the two numbers given in the question to find the ratio. In mathematics, a ratio indicates how many times one number contains another.
Present age of father is \(48\) and daughter is \(18\) . What is the ratio of their ages two years back?
Divide the two numbers given in the question to find the ratio. In mathematics, a ratio indicates how many times one number contains another.
Determine if they are in proportion. \(5,\ 15,\ 30,\ 90\)
To be in proportion two ratios need to be equivalent. A proportion is an equation written in the form stating that two ratios are equivalent. In other words, two sets of numbers are proportional if one set is a constant times the other.
Determine if they are in proportion. \(33,\ 99,\ 22,\ 88\)
To be in proportion two ratios need to be equivalent. A proportion is an equation written in the form stating that two ratios are equivalent. In other words, two sets of numbers are proportional if one set is a constant times the other.
If the cost of nine watches is \(5400\text{ rupees}\) . What is the cost of six such watches?
Use unitary method to find the cost of one unit.
Sheila runs for \(545\text{m} \) in ten days. How much will she run in \( 16\) days?
Use unitary method to find the amount ran in one day.
Rick scored \(15 \) goals in \(21 \) games . How many will be score in \(36\) games? (round it off)
Use unitary method to find the number of goals in one game.
The cost of seven kgs of rice is \(392\text{ rupees} \) . What is the cost of \(17\text{ kgs} \) ?
Use unitary method to find the cost of one kg.
The cost of six dozen bananas is \( 234\text{ rupees}\). How many can be purchased for \(104\text{ rupees}\) ?
Use unitary method to find the cost of a dozen bananas.
The weight of eleven boys is \(484\text{ Kgs} \). If all have the same weight, how many buys will have in \(264\text{ Kgs} \) ?
Use unitary method to find the weight of one boy.
A car needs \(55\textit{ l} \) of petrol to cover \(1210\text{ km} \) . How much petrol will be needed to cover \(726\text{ km} \) ?
Use unitary method to find the amount covered in litre.
Ravi buys eleven bananas for \(35.75 \text{ rupees} \) and Rohit buys thirteen for \(38.35 \text{ rupees} \). Who buys it cheaper?
Use unitary method to find the cost of one banana for both the people.
The cost of a pen is \( 12\text{ rupees} \) . The cost of a pencil is \(3 \text{ rupees} \). How many times the cost of a pencil is that of a pen?
Divide the cost of pen by pencil
Height of two students is \( 120\text{cm }\& 1.6\text{m} \). What is their ratio?
Divide the two numbers given in the question to find the ratio. In mathematics, a ratio indicates how many times one number contains another.
The cost of a cycle is \(12,000 \text{ rupees} \) and that of a bike \( 75,000\text{ rupees} \). What is their ratio?
Divide the two numbers given in the question to find the ratio. In mathematics, a ratio indicates how many times one number contains another.
The speed of the first boat is \( 3\text{ km/hr } \) and that of the second boat is \( 7.5\text{ km/hr } \). What is their ratio?
Divide the two numbers given in the question to find the ratio. In mathematics, a ratio indicates how many times one number contains another.
The perimeter of a rectangle is \(12 \text{unit} \) , and the area is \(64 \text{unit } \) . What is their ratio?
Divide the two numbers given in the question to find the ratio. In mathematics, a ratio indicates how many times one number contains another.
What is the ratio of \( 60\text{cm} \) to \( 1\text{m} \) ?
First convert into a common unit to find the rato. In mathematics, a ratio indicates how many times one number contains another.
Which is equivalent to \( 5:7\) ?
Equivalent fractions are equal in value.
What is the ratio of \(240 \text{seconds } \) to \(1 \text{hour } \) ?
First convert into a common unit to find the rato. In mathematics, a ratio indicates how many times one number contains another.
The present age of Arshi is \( 28\) years and that of Pamela is \(22 \) years. What is the ratio of Pamela to Arshi?
Divide the two numbers given in the question to find the ratio. In mathematics, a ratio indicates how many times one number contains another.
The present age of Arshi is \( 28\) years and that of Pamela is \(22 \) years . What is the ratio of their ages \(2\) years hence?
Divide the two numbers given in the question to find the ratio. In mathematics, a ratio indicates how many times one number contains another.
There are \(120 \) students in a class. \(70 \) students pass and the remaining fail. What is the ratio of the number of students who failed to that who passed?
Divide the two numbers given in the question to find the ratio. In mathematics, a ratio indicates how many times one number contains another.
There are \(120 \) students in a class. \(70 \) students pass and the remaining fail. What is the ratio of the number of students who failed to that of the total number of students?
Divide the two numbers given in the question to find the ratio. In mathematics, a ratio indicates how many times one number contains another.
\( 100\text{ rupees} \) is divided between A & B in the ratio of \(4:6 \) . How much does A get?
The sum of the A and B will be equal to hundred rupees.
\( 100\text{ rupees} \) is divided between A & B in the ratio of \(4:6 \) . How much does B get?
The sum of the A and B will be equal to hundred rupees.
Which are in proportion?
two fractions are in proportion f they are equivalent. A proportion is an equation written in the form stating that two ratios are equivalent. In other words, two sets of numbers are proportional if one set is a constant times the other.
Which is true?
two fractions are in proportion f they are equivalent. A proportion is an equation written in the form stating that two ratios are equivalent. In other words, two sets of numbers are proportional if one set is a constant times the other.
The cost of nine exercise books in \( 80\text{rupees}\). What is the cost of twenty such books? (round it off)
Use unitary method to find the cost of one book.
The cost of eleven erasers is \(27.5 \text{ rupees} \). What is the cost of \( 110\) such erasers?
Use unitary method to find the cost of one eraser.