Decrease 2 by 30 Percent

Decrease 2 by 30 percent

Answer: Result of decreasing 2 by 30 percent is 1.4, you do that by subtracting 0.6 (which is 30 percent of 2) to 2. Alternatively, we can say that 1.4 is equivalent to 70% of 2.

Solution for decreasing 2 by 30 percent:

n = decrease 2 by 30 percent

n = 2 - (30% of 2)

n = 2 - (\frac{30}{100} \times 2)

n = 2 - (\frac{60}{100})

n = 2 - 0.6

n = 1.4

Now we have 2 decreased by 30 percent equals 1.4. Alternatively, we can express it as 70% of 2 = 1.4.

The step-by-step process for decreasing 2 by 30%:

The mathematical calculation for decreasing 2 by 30% can be broken down as follows:

Decrease 2 by 30 percent
Convert this into an equation: 2 - (30 / 100 * 2)
Simplify the equation further: 2 - (30 * 2)/100
Carry out the calculation: 2 - 60/100 => 2 - 0.6
The final answer is: 1.4

Thus, we conclude that 1.4 is 2 decreased by 30%.

Explanation for decreasing 2 of 30 percent:

Step 1: Decrease 2 by 30%

We start by identifying the original number, which is 2, and the percentage decrease, which is 30%.

Step 2: Calculate 30% of 2

Next, we calculate 30% of 2. This is done by multiplying 2 by 30 and then dividing by 100, which gives us 0.6.

Step 3: Subtract the result from the original number

We then subtract this result (0.6) from our original number (2). This gives us the final result.

Step 4: 2 - 0.6

Subtracting 0.6 from 2 gives us 1.4.

Step 5: 1.4

Finally, we arrive at the answer: 1.4. Hence, we can definitively say that 2 decreased by 30% equals 1.4.

This guide aims to simplify the understanding of percentage calculations, focusing on the question what is 2 decreased by 30%? Keep practicing with different numbers to hone your skills in percentage calculations. We hope this helps you in your quest for better mathematical understanding.