Grade 1st To 6th Maths Quiz

The number 312 is closest to 300 among the given options.

The numbers given are 7, 5, 8, and 9. To form the largest four-digit number, the largest digit should be in the thousands place. The largest digit among the given numbers is 9, so it should be in the thousands place. The remaining three digits can be arranged in any order. Therefore, the largest four-digit number that can be formed using these digits is 9875.

The correct answer is XXV because in Roman numerals, X represents 10 and V represents 5. When V (5) is placed before X (10), it means 10 minus 5, which equals 5. Therefore, XXV represents 25 in Roman numerals.

The given numbers are 6, 9, 0, and 3. To find the smallest possible four-digit number, we need to arrange these numbers in ascending order. The smallest number among them is 0, so it should be the first digit. The next smallest number is 3, so it should be the second digit. Then, we have 6 and 9 left. Since 6 is smaller than 9, it should be the third digit, and 9 should be the fourth digit. Therefore, the smallest possible four-digit number using these numbers is 3069.

The given number, 87595762, needs to be separated into groups of three digits using commas in accordance with the Indian numbering system. The correct grouping is 8,75,95,762, where the first group contains only one digit, the second group contains two digits, and the third group contains three digits. Therefore, the correct answer is 8,75,95,762.

The given options are numbers written in Gujarati script. Among the options, the largest number is 15800.

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The given expression is (9+2)x4. In this expression, the numbers 9 and 2 are added together first, resulting in 11. Then, the result 11 is multiplied by 4. Therefore, the correct answer is (9+2)x4.

The given expression can be simplified as follows:
6x10000 + 5x1000 + 7x100 + 1x10 + 2x1
= 60000 + 5000 + 700 + 10 + 2
= 65712

The correct answer is (18-6)÷4. This can be solved by first subtracting 6 from 18 to get 12, and then dividing 12 by 4 to get 3.

The given question is asking for an estimate of the value closest to 87 based on the nearest decade. The options provided are 70, 80, 90, and 100. Out of these options, the value 90 is closest to 87.

The given correct answer, LXVII, is the Roman numeral representation of the number 67. In Roman numerals, L represents 50, X represents 10, V represents 5, and I represents 1. By combining these symbols, LXVII represents 50 + 10 + 5 + 1, which equals 67.

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The numbers given in the question are 4, 7, 9, and 5. The question asks for the largest number that has a 7 in the second place. Among the given options, the number 9547 is the largest and it has a 7 in the second place. Therefore, the correct answer is 9547.

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The given question is in Gujarati language and it asks how to write "LXXXVIII" in digits. The correct answer is 88, which is the correct representation of the Roman numeral "LXXXVIII" in digits.

The given question asks to find the product of 578 and 179. The correct answer is 120000.

The correct answer is 100 because 1 crore is equal to 100 lakh.

The given question asks to estimate the sum of the numbers 3257, 691, and 22, rounded to the nearest thousand, hundred, and ten. Adding the numbers together, we get 3970. Rounding this to the nearest thousand gives us 4000, rounding to the nearest hundred gives us 3900, and rounding to the nearest ten gives us 3970. The closest option to these estimations is 3720.

Adding 1 to a 5-digit number will result in a 6-digit number. Therefore, by adding 1 to the number 99999, the number 100000 will be formed.

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The given question is asking for the number "LXXIII" to be written in digits. In Roman numerals, "L" represents 50, "X" represents 10, and "III" represents 3. Therefore, "LXXIII" is equal to 50 + 10 + 10 + 3 = 73.

The given statement suggests that 1 crore is equal to 10 lakh. This means that 1 crore is equivalent to 10 times the value of 1 lakh.

The correct answer is 110000. This is because when we multiply 11 crore by 10, we get 110 crore. Therefore, when we divide 110 crore by 10, we get 11 crore. So, if we divide 11 crore by 10, we get 1.1 crore. Finally, if we multiply 1.1 crore by 100, we get 110000.

The given expression "100લાખ = 100000" is a conversion of the number "100 lakh" into its numerical value "100000". In the Indian numbering system, "lakh" represents 100,000. Therefore, the correct answer is 100000.