Explanation

حضرت عمر نے وصال کے وقت چھے لوگوں کی شوری بنائی۔

Explanation

آپ ﷺ نے قصوی نامی اونٹنی ہجرت مدینہ کے وقت خریدی۔

Explanation

When we insert an excel file into a word document and keep the source file linkage when data is updated in source file update data in liked file also. The data are Linked.

In Embedded objects file become part of document and does not get updated when source file is updated.

Explanation

WhatsApp is a messaging app that allows users to share videos, documents, and files with individuals or groups.

It supports a wide range of file formats.

This making it a convenient platform for sharing various types of content.

Explanation

According to question, Or, (2A/3)=(75B/100)=(C × 6/10); A × 2/3= B × 3/4;

⇒ A/B= 9/8; And, B × 3/4= C × 3/5;

⇒ B/C= 8 : 10; Thus, A : B : C= 9 : 8 : 10.

Explanation

Let the number be x

Then,

⇔34x−13x=60

⇔5x12=60

⇔x=(60×125

)⇔x= 144

Explanation

(X/100) × (25/2) = 150

To get rid of the fraction, multiply both sides by 2:

(X/100) × 25 = 300

Now, divide both sides by 25:

X/100 = 300/25

X/100 = 12

Multiply both sides by 100 to solve for X:

X = 1200

Explanation

Principal amount (P) = Rs. 12,500

Amount after 4 years (A) = Rs. 15,500

Time (T) = 4 years

Interest (I) = A - P = Rs. 15,500 - Rs. 12,500 = Rs. 3,000

Rate of interest (R) = (I / P) × (1 / T) × 100%

= (3,000 / 12,500) × (1 / 4) × 100%

= 6%

Explanation

Let's assume the maximum marks in each subject are 100. Then, the student's total marks in the three subjects are:

75 + 80 + 85 = 240

If the marks of another subject are added, the total marks become:

240 + x (where x is the marks obtained in the fourth subject)

The average percentage cannot be less than 60% because:

• If the student scores 0 in the fourth subject, the total marks would be 240, and the average percentage would be (240/400) x 100% = 60%.
• If the student scores any marks in the fourth subject, the average percentage would be higher than 60%.

Explanation

Let the number be x.

Two-third of the number is (2/3)x.

The problem states that multiplying the number by two-third of itself gives 864, so we can set up the equation: x × (2/3)x = 864.

Simplifying the equation, we get: (2/3)x² = 864.

Multiplying both sides by 3/2, we get: x² = 864 × (3/2) = 1296.

Taking the square root of both sides, we get: x = √1296 = 36.

So, the correct answer is: 36