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Question : The two adjacent sides of a parallelogram are 12 cm and 5 cm respectively. If one of the diagonals is 13 cm long, then what is the area of the parallelogram?
Option 1: 60 cm2
Option 2: 30 cm2
Option 3: 75 cm2
Option 4: 25 cm2
Correct Answer: 60 cm2
Solution : In $\triangle$ABC, AB = 12 cm, BC = 5 cm and AC = 13 cm The semiperimeter ($s$) = $\frac{12+5+13}{2}$ = 15 cm So, the area of $\triangle$ABC = $\sqrt{15(15-13)(15-12)(15-5)}$ = $\sqrt{15×2×3×10}$ = 30 cm2 Now, the area of the parallelogram ABCD
Question : Directions: Select the option that represents the letters that when sequentially placed from left to right in the blanks below will complete the letter series. FU_U_E_UT_ _EF_T_RE_ _TU_E
Option 1: TRFURUUFUR
Option 2: FUFRUUFTRF
Option 3: TRFUFRUTUF
Option 4: FUFRUTFRRF
Correct Answer: TRFURUUFUR
Solution : Given: FU_U_E_UT_ _EF_T_RE_ _TU_E
To fill the series, we have to divide the series – FU_U_E / _UT_ _E / F_T_RE / _ _TU_E Let's check the given options – First option: TRFURUUFUR; FUTURE / FUTURE / F
Question : El Nino is
Option 1: a warm ocean current
Option 2: sea storm
Option 3: tropical disturbance
Option 4: another name of typhoon
Correct Answer: a warm ocean current
Solution : The correct answer is a warm ocean current.
El Nino is a weather phenomenon in which cold ocean current in Pacific ocean is replaced by warm ocean currents. Peruvian current is a cold ocean current which flows past the Peruvian coast in
Question : Which among the following will host the International Cricket Council (ICC) Women's T20 World Cup 2024?
Option 1: Bangladesh
Option 2: India
Option 3: Sri Lanka
Option 4: England
Correct Answer: Bangladesh
Solution : The correct option is Bangladesh.
The 2024 ICC Women's T20 World Cup marks the ninth iteration of this prestigious tournament dedicated to women's cricket. Scheduled to take place in Bangladesh, the event is slated for September and October of that year.
Question : The third proportion of 15 and 120 is:
Option 1: 880
Option 2: 960
Option 3: 900
Option 4: –860
Correct Answer: 960
Solution : Let the third proportion be $x$. $15:120 :: 120: x$ ⇒ $\frac{15}{120} = \frac{120}{x}$ $\therefore x = 960$ Hence, the correct answer is 960.
Question : Study the given table and answer the question that follows.
Find the number of students who opted for Biology in School D.
Option 1: 20
Option 2: 160
Option 3: 120
Option 4: 800
Correct Answer: 160
Solution : Number of students who opted for Biology in School D = 20% of 800 = $\frac{20×800}{100}$ = 160 Hence, the correct answer is 160.
Question : Directions: Which figure from the given options would replace the question mark (?) if the following figure series were to be continued?
Option 1:
Option 2:
Option 3:
Option 4:
Correct Answer:
Solution : According to the given figures – 1. X and triangle interchange their positions at each step. 2. O and T interchange their positions at each step. 3. At each step, a new character/symbol is introduced which replaces the center element.
So, following the above pattern, the
Question : In a $\triangle \mathrm{PQR}$ and $\triangle\mathrm{ABC}$, $\angle$P = $\angle$A and AC = PR. Which of the following conditions is true for $\triangle$PQR and $\triangle$ABC to be congruent?
Option 1: AB = PQ by SSS
Option 2: AB = PQ by SAS
Option 3: BC = QR by ASS
Option 4: $\angle$Q = $\angle$B by AAA
Correct Answer: AB = PQ by SAS
Solution : In a $\triangle \mathrm{PQR}$ and $\triangle \mathrm{ABC}$, $\angle$P = $\angle$A AC = PR For triangle PQR and ABC to be congruent if AB = PQ then they will be congruent by SAS rule. Hence, the correct answer is AB = PQ
Question : Select the correctly spelt word
Option 1: Amatuer
Option 2: Amatueer
Option 3: Amture
Option 4: Amateur
Correct Answer: Amateur
Solution : The correct choice is the fourth option.
Explanation:
The correct spelling is amateur, which means someone who engages in an activity to enjoy rather than doing it professionally, or someone inept in a particular activity.
Question : The volume of a right circular cone having a base diameter of 14 cm is 196$\pi$ cm3. Find the perpendicular height of this cone
Option 1: 10 cm
Option 2: 12 cm
Option 3: 14 cm
Option 4: 8 cm
Correct Answer: 12 cm
Solution : Given: The volume of a right circular cone = $196\pi\ \text{cm}^3$ Diameter of base = 14 cm Radius = 7 cm Volume of the cone = $\frac{1}{3}\pi r^2 h$ ⇒ $196\pi = \frac{1}{3}\pi r^2 h$ ⇒ $196 = \frac{1}{3}\times7\times7\times h$ ⇒ $h = 12\
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