Correct Answer: DKNEFC

Solution : Given: 
ABROAD is written as DFORDH, and ACCESS is written as DGECVW.

Add 3 and 4 in the place value of the first two and last two letters and interchange the position of the third and fourth letter of ABROAD, to get the required code

Correct Answer: so

Solution : The third option is the correct answer.

"So" is a conjunctive adverb that is used to refer back to the action mentioned earlier in the sentence, which is "climbing the tree". It connects the failure to the attempted action.

Therefore, the complete sentence is: "Each

Correct Answer: R

Solution : Given:
P is shorter than Q but taller than R.
R < P < Q
R is shorter than S.
R < S

So, as per the above data, R is the shortest. Hence, the third option is correct.

Correct Answer: The King exercises power granted by constitution

Solution : Correct Answer is The King exercises power granted by constitution

Constitutional monarchies include the British Monarchy. This indicates that, even though The Sovereign is Head of State, it is up to an elected Parliament to draft and pass laws.

Correct Answer: 3

Solution : A 6-digit number consisting of consecutive natural numbers is always divisible by 3. The sum of consecutive natural numbers is always divisible by 3. If the number is divisible by 3, then the sum of its digits will also be divisible by 3. An example

Correct Answer: 5 : 11

Solution :
Given:
In $\triangle$PQR, QR || XY
$\frac{PX}{XQ}=\frac{5}{6}$
Let PX = 5 units, XQ = 6 units
So, PQ = 5 + 6 = 11 units
In ∆ PXY and ∆ PQR,
∵ QR | | XY
∵ $\angle$X = $\angle$Q ; $\angle$Y =

Correct Answer: planned by the club

Solution : The correct answer is the second option.

The original sentence has a redundant or unnecessary use of the verb was. When constructing a sentence, it is generally more concise and grammatically correct to avoid unnecessary repetition of verbs.

In this case, the

Correct Answer: $2a=b^{2}-1$

Solution : $a(\tan\theta +\cot \theta) = 1$
$⇒a(\frac{\sin\theta}{\cos\theta} + \frac{\cos\theta}{\sin\theta}) = 1$
$⇒a(\frac{\sin^2\theta+\cos^2\theta}{\sin\theta\cos\theta}) = 1$
$⇒a={\sin\theta\cos\theta}$
$\sin\theta +\cos\theta = b$ ......(i)
Squaring both sides,
$(\sin\theta +\cos\theta)^2 = b^2$
$⇒(\sin^2\theta +\cos^2\theta+2\sin\theta\cos\theta) = b^2$
$⇒1+2\sin\theta\cos\theta = b^2$
From equation (i)
$⇒1+2a = b^2$
$⇒2a=b^{2}-1$
Hence, the correct answer is

Correct Answer: 25%

Solution : Given: Cost of daily ticket = Rs. 50
Monthly pass cost = Rs. 1125
Cost of daily ticket for a month = 30 × 50 = Rs. 1500
Monthly savings = 1500 – 1125 = Rs. 375
Savings percentage $=\frac{\text{Savings}}{\text{Cost of daily ticket for a

Correct Answer: (7, 3, 13)

Solution : Given:
(8, 1, 46); (9, 4, 22)

Here, (8, 1, 46)→(8 – 1)² – 3 = (7)² – 3 = 49 – 3 = 46
(9, 4, 22)→(9 – 4)² – 3 = (5)² – 3 = 25 –