What is the result when 7kg 7g is subtracted from 9kg?
Given:
We need to subtract 7 kg 7 g from 9 kg.
Solution:
Convert the weights to the same unit (grams):
9 kg = 9,000 g
7 kg 7 g = 7,000 g + 7 g = 7,007 g
Subtract the weights:
9,000 g - 7,007 g = 1,993 g
Convert the result back to kilograms:
1,993 g = 1.993 kg
Correct answer is (d) 1.993 kg.
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150 Mins English English150 Questions150 Marks150 Mins English English150 Questions150 Marks150 Mins EnglishIn a school, after prayer classes start at 8:25 am. If each period is of 35 minutes, then fourth period will start at
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A person withdrew ₹ 4,560 from his bank account on 4th of a month and deposited ₹ 2,567 on 20th of the same month. If at the end of the month, balance is ₹ 3,125, then money (in ₹) at the start of the month in his account was:
What is the result when 7kg 7g is subtracted from 9kg?
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Suggested Test Series
Suggested Test Series
In a school, after prayer classes start at 8:25 am. If each period is of 35 minutes, then fourth period will start at
Supriya bought two shirts for 724.38 per piece and three cardigans for 936.46 per piece. How much she has to pay ?
If for any two natural numbers a and b, ab = 125, then ba is
The difference between the largest 3-digit number and smallest 2-digit number is:
A person withdrew ₹ 4,560 from his bank account on 4th of a month and deposited ₹ 2,567 on 20th of the same month. If at the end of the month, balance is ₹ 3,125, then money (in ₹) at the start of the month in his account was:
What is the result when 7kg 7g is subtracted from 9kg?
Raju has turpentine oil in 5 containers each of 20 L size. He fills them in 10 cans of 5L, 10 cans of 2 L and rest in 1 L cans. Number of 1 L cans filled is:
The difference between the greatest and smallest 6-digit numbers formed by using the digits 5, 1, 0, 3, 9 and 6 is:
How many 4-digit numbers can be generated from the digits 1, 2, 3, 4, 5, 6 and 7 such that no digit appears more than once, and '123' always appear as a string?
Which of the following smallest number should be added to 6659 to make it a perfect square?
