User Forum

In the given number line, UV = VW = WX. Find the value of V, W and V + W respectively.


A
B
C
D

The side of an equilateral triangle measures 96 cm. The perimeter of the square is 212 cm more than the perimeter of the triangle. Find the sum of length of 3 sides of the square.

A3 m 75 cm
B37 m 5 cm
C375 m
D34 m 5 cm

If a rectangle has one side of length 12 cm and another side of length 4 cm, how many identical squares are there in this rectangle?

A2
B3
C4
D5

In the given figure, VSRQ is a square and PUTV is a rectangle. The area of the square VSRQ is 400 cm2 and the perimeter of the complete figure is 150 cm. Find the length of PQ.


A24 cm
B41 cm
C55 cm
D30 cm

ABCD is a square. 5 out of 6 identical rectangles in the smaller square have been shaded. How many more similar rectangles must be shaded so that 3/8 of square ABCD is shaded ?


A3
B4
C9
D24

Match the Column I with Column II and select the correct option.


A(P) → (i); (Q) → (iii); (R) → (iv); (S) → (ii)
B(P) → (iii); (Q) → (iv); (R) → (ii); (S) → (i)
C(P) → (i); (Q) → (ii); (R) → (iii); (S) → (iv)
D(P) → (iv); (Q) → (iii); (R) → (i); (S) → (ii)

The figure below is made up of 12 equilateral triangles. If the length of PQ is 96 cm, find the total perimeter of the figure.


A192 cm
B384 cm
C288 cm
D576 cm

Evaluate :
– 1 + 55 – (– 29) + (– 1) – (– 82) + (– 3)

A161
B– 161
C158
D– 158

Factorize : a²x² + (ax² + 1) x + a.

A (x + a) (ax + 1)
B (x + a)(ax² + 1)
C (ax + 1)(x – a)
D (a + 1)(x + a)

Find the additive inverse of the number obtained by subtracting –9 from the additive inverse of –23.

A32
B–14
C–32
D14