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Which of the following expressions has a constant?

5 bottles are filled with oil. Each bottle can hold 0.45 litres of oil. How much oil can be filled in the bottles?

$\frac{3}{10}$ $÷$ $\frac{15}{60}$ of $\frac{2}{5}$ equals

If the beach loses 3 cm of sand each year, how many cms will it lose in 15 years?

Length of a snake is 10 cm and that of a crocodile is 2 m. Pick the correct statement.

Which of the following is a mathematical phrase that can contain numbers, variables, and operators?

The length of a rectangular notebook is 15 cm and the perimeter is 50 cm. Find the width of the notebook.

The ratio of areas of a circular and rectangular field is 1:2. Find the area of the rectangular field if the area of a circular field is 50 m².

If the line x+y-1 = 0 passes through the circumcentre and the point B of a triangle ABC, where $\angle$B = ${90}^{\circ }$. Then the other two vertices (apart from B) of the triangle can lie on the line

Use the information in the headline to complete the sentence.

ADMISSION TO IDOL COURSES EXTENDED - 25^TH OCT

The University of Mumbai (a) _____________ dates for (b) _____________ 25^th of October.

Question 4 (f)

Write the following as decimal:

$4\frac{2}{10}$

The image of a point P reflected in the x- axis is $(-3,2)$. The co-ordinates of P will be ?.

Question 1 (d)

Find the sum of the following:

25.65 + 9.005 + 3.7

Question 80

Express $3\frac{2}{5}$ as a decimal.

What do you call the class interval with the highest frequency?

In a grocery store, Bharat bought a tin of biscuits for Rs.22.29 and a box of sweets for Rs.17.6. How much did Bharat pay?

Raju bought a book of $Rs.35.65$. He gave $Rs.50$ to the shopkeeper. How much money did he get back from the shopkeeper?

Question 175

How many lakhs make five billion?

If you have to represent 25 rupees and 85 paise as decimals, how would you do it?

Question 50
Is it possible for the same
a) line segments to have two different lengths?
b) angles to have two different measures?

Question 15
In the given figure, $\angle BAC$=${90}^{\circ }$ and AD $\perp$ BC.

The number of right-angled triangles in the figure is

a) 1
b) 2
c) 3
d) 4

8 hectometres =_______ metres.

The sum of 3rd 20500 is being divided between two friends such that one third of the amount first friend gets is same as one seventh of the amount the second friend gets what is the share of both of the friends

When we multiply two whole numbers we always get a ____

Find the value of each of the following using various properties.

16825 x 16825 - 16825 x 6825

The area of a rectangle is equal to 480 square centimetres. What is the length of the rectangle if its breadth is 12 cms

What is the GCD of 132abc and 55b?

The prime factorization of a number is given as 3×3×11×101. Which of the following is correct about the number.

I m very confused with the properties of whole numbers I need to understand it pls help me

A cuboid in which length, breadth and height are equal is called a ___

30.2691 + 40.2691 + 50.2691=___?

Find the value of $\frac{4}{5}$ + $\frac{5}{6}$

50. 5 kg. sugar is packed into 8 bags. How much sugar is there in each bag?

The run scored by Nitish is five more than one eighth of that scored by Shekhar. If Shekhar score 'y' runs then the expression for the runs scored by Nitish is

Sum 3537 + 3884 to nearest tens is

_____ is an exact position in space.

$\text{If}\frac{2}{x+10}=\frac{8}{x},\text{then the value of x is}$

Ali was asked to construct a square for which, the diagonal alone is given(length unknown) and nothing else. He was given a compass and a straight edge (a ruler with NO markings). The square is ACBD. P is the point of intersection of the diagonals of the square. Which of the following is constructed as a first step in this construction?

Question 4 (d)

Study the diagram. The line l is perpendicular to line m.

Are these true?
(i) AC > FG (ii) CD = GH (iii) BC < EH

Question 59
In the following question, state whether the given statement is true (T) or false (F).
Every whole number has its predecessor.

In the ratio $5:16$, the antecedent is and the consequent is .

If A is the $5^{th}$ and B is the $7^{th}$ prime number from the beginning, find (B - A).

The complementary angle of the angle given in the figure is -

Which of the following gives the quotient as natural number?