If \({6\over7}={A\over49}\)then the value of A is

The number which determines marking the position of any number to its opposite on a number line is

If two identical rectangles of perimeter 30 cm are joined together, then the perimeter of the new shape will be

Which word has a vertical line of symmetry?

The difference between 6^th term and 5^th term in the Fibonacci sequence is

\(7{3\over4}+6{1\over2}=\)_________

The number which has its own reciprocal is ________

There are ______ integers from −5 to +5 (both inclusive).

______ is an integer which is neither positive nor negative

___________ symmetry occurs when an object slides to new position

\(3{1\over2}\)can be written as \(3+{1\over2}\)

Each of the integers −18, 6, −12, 0 is greater than −20.

All negative integers are greater than zero

A shape has reflection symmetry if it has a line of symmetry

The reflection of the name RANI is 

The length of the staircase is 5 \(\frac{1}{2}\) m If one step is set at \(\frac{1}{4}\) m then how many steps will be there in the staircase?

If 15 km east of a place is denoted as + 15 km, what is the integer that represents 15 km west of it?

The area of a rectangular shaped photo is 820 sq. cm. and its width is 20 cm. What is its length? Also find its perimeter

Complete the other half of the following figures such that the dotted line is the line of symmetry

Fill in the following information

The teacher had given the same situation mentioned above and asked two students Ravi and Arun to solve it. They came out with the answers for \({1\over2}+{1\over 4}\)

In the above situation, find the quantity of milk left over. So subtract \(3{1\over4}\)from \(5{1\over2}\)

Arrange the following integers in descending order.
i) 14, 27, 15, −14, −9, 0, 11, −17
ii) −99, −120, 65, −46, 78, 400, −600
iii) 111, −222, 333, −444, 555, −666, 7777, −888

Find the perimeter of a triangle whose sides are 3 cm, 4 cm and 5 cm

Fill in the blanks.
i) 2 cm² = _____ mm²
ii) 18 m² = _____ cm²
iii) 5 km² = _____ m²

Draw the reflection image of the following figures about the given line.

Observe the calendar showing the month of January 2019.

Answer the following questions
i) Sort out the prime and composite numbers from the calendar.
ii) Sort out the odd and even numbers.
iii) Sort out the multiples of 6; multiples of 4; the common multiples of 4 and 6 and LCM of the two numbers.
iv) Sort out the dates which fall on Monday.

Divide the following :
\(i) \ {3\over7}\div4\)
\(ii)\ {4\over3}\div{5\over9}\)
\(iii)\ 4{1\over5}\div3{3\over 4}\)
\(iv)\ 9{2\over3}\div1{2\over3}\)

Complete the table using the following hints:
C1: the first non-negative integer.
C3: the opposite to the second negative integer.
C5: the additive identity in whole numbers.
C6: the successor of the integer in C2.
C8: the predecessor of the integer in C7.
C9: the opposite to the integer in C5

A rectangle has length 40 cm and breadth 20 cm. How many squares with side 10 cm can be formed from it.

Find the approximate area of the flower in the given square grid.

Find the line of symmetry and the order of rotational symmetry of the given regular polygons and complete the following table and answer the questions given below

Shape	Equilateral triangle	Square	Regular pentagon	Regular hexagon	Regular octagon
Number of lines of symmetry
Order of rotational symmetry

i) A regular polygon of 10 sides will have ______ lines of symmetry.
ii) If a regular polygon has 10 lines of symmetry, then its order of rotational symmetry is _______
iii) A regular polygon of 'n' sides has _______ lines of symmetry and the order of rotational symmetry is _______.

Prepare a daily time schedule for evening study at home