Explanation

The pattern followed here is:-

Z - 2 = X

X - 2 = V

V - 2 = T

T - 2 = R

Hence, the correct answer is "R".

Explanation

The tag defines an unordered (bulleted) list. 

Use the tag together with the tag to create unordered lists

ND5-07-2023

Explanation

Active: "A nice present was given to Sue by Esther."

Passive: Sue was given a nice present by Esther.

In this sentence, the subject ("Esther") becomes the object in the passive sentence,

and the direct object ("a nice present") becomes the subject in the passive sentence.

The verb "gave" changes to "was given" in the passive voice,

Active and the preposition "to" is used to indicate the recipient of the action ("Sue").

Explanation

Given the equation x - 1 = 0,

we can solve for x by isolating it on one side of the equation.

1. Equation:

x - 1 = 0

2. Adding 1 to both sides:

x - 1 + 1 = 0 + 1

3. Simplifying:

x = 1

Explanation

4 types of sentences:

1. declarative,
2. interrogative,
3. imperative,
4. exclamatory;

Explanation

Crave آرزو کرنا

Dislike ناپسندیدگی

Explanation

CTRL+SHIFT+F6 Switch to the previous workbook window

Additional information:

CTRL+F7 When a workbook window is not maximized, perform the Move command 

CTRL+F6 When more than one workbook window is open, switch to the next workbook window.

Ctrl+Shift+F12 Prints the current worksheet.

 F7 Displays the Spelling dialog box to check spelling

Explanation

Muslims in India book written by Abul Hasan Ali Hasani Nadwi

It was published by Dar Ibn Kathir in 1953.

He was originally written in Arabic as Al Muslimun fil Hind. 

It's English translation was rendered by Mohammad Asif Kidwai.

Explanation

1, 4, 9, 16, 25 is the sequence of the squares of the natural numbers.

Therefore, 6^2 = 36 will be the next number in the sequence.

Explanation

1. Center:

To check for symmetry, we first need to identify the center of the graph.

The equation is in the form of a circle, x^2 + y^2 = 1, which has its center at the origin (0,0).

2. x-axis symmetry:

A graph is symmetric about the x-axis if replacing y with -y in the equation does not change the equation.

Let's test this:

x^2 + (-y)^2 - x = 1

x^2 + y^2 - x = 1

As we can see, the equation remains the same, so the graph is symmetric about the x-axis.