If a farmer wants to increase his yield by 25% and his current yield is 800 kg,

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Question: If a farmer wants to increase his yield by 25% and his current yield is 800 kg, what will be his new yield?

Options:

Correct Answer: 1100 kg

Solution:

800 kg * 1.25 = 1000 kg

If a farmer wants to increase his yield by 25% and his current yield is 800 kg, what will be his new yield?

If a farmer wants to increase his yield by 25% and his current yield is 800 kg, what will be his new yield?

Step 1: Identify the current yield of the farmer, which is 800 kg.
Step 2: Determine the percentage increase desired, which is 25%.
Step 3: Convert the percentage increase to a decimal by dividing by 100. So, 25% becomes 0.25.
Step 4: Calculate the increase in yield by multiplying the current yield (800 kg) by the decimal (0.25). This gives 800 kg * 0.25 = 200 kg.
Step 5: Add the increase (200 kg) to the current yield (800 kg) to find the new yield. So, 800 kg + 200 kg = 1000 kg.

Percentage Increase – Understanding how to calculate a percentage increase on a given value.