## IELTS Speaking Score 9 Special Strategy

Let’s watch Arya score a perfect band 9 on her IELTS speaking interview. Welcome to the speaking section of the IELTS exam. My name is ADMIN, and I will be your examiner for this part of the test. The speaking test has three parts. I will give you instructions for each. I’m recording this for …

## IELTS Speaking Test || Guess the Band Score

Thank you. Good morning. Good morning, what is your full name? My full name is Abhishek. Where do you live? I live in Patella. Do you like wearing t-shirts? Yes, I like to wear t-shirts. I wear colorful t-shirts. How often do you wear t-shirts? I wear t-shirts on a daily basis. Why? I use …

## IELTS Online: How to Take your IELTS at Home

Did you know that you can take the IELTS at home? That’s right, you can now take your IELTS test on your very own computer from your very own home. If that sounds appealing to you, then you might want to click the link. This link will take you to a web page where you …

## In a class, if 6 students per bench are assigned to accommodate all students, one more bench will be required. If 7 students are to accommodate per bench, there would be a space left for 5 students. What is the number of students in the class?

Let no. of benches = x (6x+6) =(7x-5) 6+5 = 7x-x x=11. No.of students = (11×6 )+6 =72. With 6 students on the available 11 benches , 66 students will be seated & 1 more bench will be required for the remaining 6. If 7 students are seated on the available 11 benches , 77students …

## N number of persons decided to raise Rs 3 lakhs by equal contributions from each. Had they contributed Rs 50 each extra, the contribution would have been Rs 3.25 lakhs. How many persons are there?

Let the number of persons be ‘n’ and the equal contribution made by each person be ‘x’. Then, the total amount raised by the ‘n’ persons is given by: Total amount = n * x As per the given information, we have two equations: Equation 1: n * x = 3 lakhs Equation 2: (n …

## The price of sugar is increased by 20%. By what percent must the consumption of sugar be decreased so that the expenditure on sugar may remain the same (upto the nearest integer)?

Let’s assume the initial price of sugar was $1$ unit (for simplicity), and the initial consumption was $x$ units, resulting in an expenditure of $1 \times x = x$ units. After the price increase of 20%, the new price of sugar becomes $1+0.2=1.2$ units. To keep the expenditure on sugar the same, we need to …

## A’s income is 25% more than B’s income B’s income in terms of A’s income is

Let’s say that B’s income is x. Then, according to the problem, A’s income is 25% more than B’s income, which means A’s income is: x + 0.25x = 1.25x In terms of A’s income, B’s income is the ratio of B’s income to A’s income, which is: x / (1.25x) = 0.8 Therefore, B’s …

## In an election between two candidates, one got 55% of the total valid votes. 20% of the votes were invalid. If the total number of votes was 7500, the number of valid votes that the other candidate got, was

If 20% of the votes were invalid, then 100% – 20% = 80% of the votes were valid. The total number of valid votes is therefore 80/100 * 7500 = 6000. If one candidate got 55% of the valid votes, then the other candidate got 45% of the valid votes. The number of valid votes …

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