Question
![](data:image/png;base64,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)
In 76,424 the digit 7 stands for ____ and 4 stands for ____
- 7000 and 400
- 70,000 and 400
- 700 and 400
- 70 and 40
Hint:
Using the table given below:
![](data:image/png;base64,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)
The correct answer is: 70,000 and 400
Use the table:
![](data:image/png;base64,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)
![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAokAAABpCAYAAABWDLmKAAAQlUlEQVR4nO3dQYjjVp7H8Z+WnHrOvZdM2ArYdaip6xBGNUuTYznQdLOTMAwhfZMZGHAFNsvCzjEDYbMQGQKhfOshDEvvhISBto+h2bFnm1x761A2pEPSl61z+qo9WK6S9SRbrtKzpafvBwzdridZ1v9J+uu9p2cviqJIAAAAQMLf7XoDAAAAUD0kiQAAADCQJAIAAMBAkggAAAADSSIAAAAMr6wr4HneNrYDAAAAW1Jkcpu1SWLRFQFl8zyPuucg4uom4uom4uqmog2AdDcDAADAQJIIAAAAA0kiAAAADCSJAAAAMJAkAgAAwECSCAAAAEOpSeKsfyTP8wq8jtSflfnJdrZt1PXkeV2NtruptbDYn92K7BziW66qxTdLkW2cl9n++cbchu3tyzrEbpuqfF1CCWZ9HRmx5LxeFloSAQBAzczUP/LktU80Mf42UMfz5HGndGOlJomt3lhRFCVeQwWSFAxT74/Va5X5yfXeNtwc8QWQhXODm0bdtk4mkuQrnEbLsRwG80KDjo5oHr4RWhIBAEB9jLrqDCT5oaZZyf3x6eXNwOTkY7qeb6AiSeJI3QJjQ67GkKXL2x9/MP/s+HXUV/a9SXq7vMy7mLyxcNljieIm9eR685rQC47N2Hg/ptab34K/wbZWDPF1O75Jm8TH1r4cdeN6Nupm1KVi58NNPs+V2G2XjesScSjD6KuBJF/hw57yG3+PdToMJA30YSJwm+cRRY9HR2MbrVGgyArDKJAiBcP8ItMw8qVIGa/0YsMgu5ykSH4YTUvetvnnBVGQ9bnpz1vxPdKfsVhv+pOnoZ/63tMo9At+32GQv29Sn7XRfsxZr+/fYFsLsl33iG/+em3G92ZxvWLuz7wyfhQmNrB4fGzty3i9vp+oU/E2bnA+3OWxmaWsuNq3q+vSduJQturFNd6PhfaZGeuNjunC9aB+sS0a1x23JM7UfzAfdBoMzTEjg05eZh9omB5fMnmkx1aGHgw0GKz7vKvv4YdTc+zLoHO9Jw1nj/VovnOWxlsMg4zP/3Cg5f2SKKuBvsr8/ALf68PBvGQiPtPQ12SSGipceFurhvhK9Y7voJP/xGr7xBzSfj0l7suFyUSTy/05Vq+1yfnQjdhVk6XrEnEoyVRnE0mH+ytaERfaOvAlPTvP6B0qft5fWw8cju1uk8R4x/rhVKfHyT8c63Qays+8+PkKp6c6TpT9IPQtbmSBz0tUkPHS4IjF95AG2VfxYgadpWbr49P0IOuWeuNIUXS1nYvu086gnO+VjE+rN9ZiXPDm21o1xNft+JbB0r6Ur/CDROFNzofEzh7b1yXiUAHFj+mN6oGDsd1tkjg900TS5KRttgLEj7U/O0+n4Ifaz9zhE51NbWxk8c/zD9pmsdZbeif3TmaNVk+/X5zwB53VYyJSY5Pyk4eFAt8rjk9w79godXwvdSXaZFsrhfjWPb7Ld/nLr2kpN5Al78u89W5yPnQkdpVk67pEHEqyqnUwLa/VsfgxXageOBzbijy4gjzzO5G4KfzSRCft5CD1kbrJuaISTd7lXCTL3FYkEV9sA7GrBuJQhpb2D1WsG3f0lQbKucEvmaux3W2S2D6Qr/Q4r+XXuEbttJOspsxFt1CB8RPTs7zxU8c6zZgD6rKLc3auZ0rsx0TbeP46C4jjk9WVOn+67BrbWmPEt8C21tj292X2OgqdD4mdPdavS8Thpuat5ROdPMibiUKSRurO58nRO29dI17XqgfuxXa3SWLcVTc5aRuZ9mLMVS0y8EWXozFx51ULkNkttPxY/uW8T0mL6THSOyGuvGnpJGbULdItuULe9yphW2uF+DoY3wLx2cQm+3LNOgqdDxsdO8tsXZeIQ3mOT+OHQk7UzurSHXXleZ15K2L48HpjAjepBy7HNu+x54UCRVYoMNXAqqk9Uo+ObzJ1RRnbttHnrZoipdBUGX4UhkHxqSuWpvVYVS6eFiMxB8jNv5cfBcEG02ykpiApynbdI75538tufG8W1zXfJ7NMavsKx8fWvsxf7ybnw10em1nKiqt9u7oubScOZatuXNefF7NivNExXbge1C+2ReO6+zGJiZnRk/xwqmi8aqLMimn1NC76PY5Pr342aF5K4XSs3r6xUvXGUcbTioGGxtOv5mcrGCqKn77N7CotIuN7BcOxPji47rbWFPF1J76F47OhwvtyzbYVrWdNjN22WLkuEYdyxbM+xOfAZfH0Nqfmg10bKVwP3I2tF2eU+QU8T2uKAFZQ99xEXN1EXN1EXN1UNK67b0kEAABA5ZAkAgAAwECSCAAAAANJIgAAAAwkiQAAADCQJAIAAMBAkggAAABDoXkSAQAA4I4i8yS+UtaKgLIxiaubiKubiKubiKubijYA0t0MAAAAA0kiAAAADCSJAAAAMJAkAgAAwECSCAAAAANJIgAAAAzNThJHXXleV6PcAjP1jzx53tWrm1/4hsvbKoutKLUuURcqbWexxk5Yv06gMtbGuoGiNQoUqadpGPlSJAXRMLtAFPqKJPMVZC9wg+Vtla232tS9UuuS+3WhNnHNsrNYV1+t45rH+nWi+pyMa5a1sXZL0bg2M0kcBomDObtCTEN//nc/jKbGcusr0SbL2ypbd7WoeyXXpSbUhVrENcsOY10HtY1rni1cJ+rAubhmKRBr15AkZhpGQaIiBEFehVjcHZp/W5wUVt8lbrK8rbL1V+26Z6MuNaMuVDuuWXYd63qoX1zzbOs6UQ/uxDVL0Vi7p2hcGzkmMRhGiqJT3cstMdXZRJJ/oHbqL639Q0nSs/PZik/YZHlbZbEN5dYl6kKV7S7W2AX71wlUxfpYN1eh3252x7FOi/wG5exczyTpcF+t9N/aB/IlTc6mkvnXzZe3VRaWWahL1IWK2nGssWVbuk6gAgrGusEa2ZJYlH+Qvj+U1NrXoYXlbZVFNVAXmoP4NQsxhMtIEgEAAGAgSVxh3lWQsuhiKHl5W2VRDdSF5iB+zUIM4TKSxCyLroJn5zKGHU/PNB+rnNHFcJ3lbZVFNVAXmoP4NQsxRAOQJGZq62A+6ljpe8TZ+fz+8HB/1WDkTZa3VRbVQF1oDuLXLMQQDVDWXDp1NFwxJxKTae9enepeWXWpCXWhTnHNsotY10Hd45rH5nWiDlyNa5ZVsXZN0biSJJbxc0vxSWH5fX6K7abqVPdKq0sNqAt1imuW3cS6+uoe1zzlxbueXI1rFpJEE93NuVrqjacK/eV3g2Gk0+Oyl7dVFtVAXWgO4tcsxBBu8+KMMr+A52lNEUia9Y/08f6YE0OJqHtuIq5uIq5uIq5uKhpXWhJLMdPjRxIPsgEAAFc07Gf5LJk91qPD32vMg2wAAMARdDejsqh7biKubiKubiKubqK7GQAAANdGkggAAAADSSIAAAAMJIkAAAAwFHpwBQAAAO4o8uBKoSlweLIJu8BTdW4irm4irm4irm4q2gBIdzMAAAAMJIkAAAAwkCQCAADAQJIIAAAAA0kiAAAADCSJAAAAMJAkAgAAwFBonkQnPP1ETz76enWZO/+mOydvJN54oe/e/62eP7965/a//kUHbxhL5thkeVtlYdOsf6T2yeTy/3441bjXyiqp/lFbiaIKhpFOjzPXaqksSvHiz/rmd3/US0m33v1MP/+nV9MFOJZrb6Su19Eg8U45xzaqbtT11BkEGkanIoS0JK7wVGf3l0/eknTx0V2dPS17eVtlYdOo6y0liJI0OWnL645SJc2LiCQNOp6MotbKohwv9N1/zBPEbBzLtTfqyksliFJ8bB/1NVt6l2PQKaOuOunAN1xzksQ33tedL/9ivA7uLAq8rr23r27fX37xJ10s3v90uezFR5/Ef8u3yfK2ysKiy5NJoGEUKYoiRdFQgSQNPlQ/cSWZ9R/MLyJ+qOmi7DCQJA06XSWvJbbKohwvv/h3I6lb/jvHcr3N1P9wniUEw8VxnTi2Jyf6OHFgcQy6ZKQuGaKhOUlilqef6OzJ/J+33v0X/cNlr9ELXfz12/k/7/zm8v3bb7+nW5Kkr3Wx8k5/k+VtlYU9iwtJukviWKfDQNJEZ9Orso8fTeZlxz1ddlYdn2oa+pIG+mpkuyxK8eLP+t/Pv11VgGO57maPNT+shqnu4sWxLT07X9wBcgy6ZNTtaOCHCoNdb0m1NDhJfKHv/jMeo7j3nn62NK7oB/0Ytxbceu2nV2+/+pp+Ev/zxx9erFj3JsvbKgt7pjqbSArumWNWjk8VRcnxSHFZ/0DtVNHW/qGk5EXHVlmU4eK/4nGId96ME7k0juXaa/U0jiJFWQMK2wfyl97gGHTGqKvOwFf4sKf9XW9LxTQ3SXz66LLb6Pavf7V80n/xvX6M//mTn6YHpc+9/P6H/HVvsrytsrBndq5nkvyDtjTr68jz5C1e6YFIcVkd7ssY8h5fdCaLZkdbZXFzi16Hvff0s7dfyy7Dsey02eNHmkg63I+POI5BN8z6OuoM5IcPlflcUsM1NElcbkXc40lCXMejB/LaJ1oasz7oZAxujxPKtNa+DjNWa6ssruupzj76WtLr2vvnX+W0IsJps74enEwyuqE5Buttpv6DE038UA/JEDM1M0l88Tf936Kr55e/4KSPa5lM5heNdYPbUW8X4R90ofS4ZTTGrK+j9okmCjRkXhunzB88mnczkyJma2SS+PJ//juewuJN7RlznAEF+aGmSxeNY51OQ/mSBqkR65ndTovuqhRbZXENyW5mzhXNk0wQc+bN4xisqbh1mG7m1RqYJCaeKty7GiSeJ2/w+NJg85KWt1UWlmSNRUp3My3+/+zc6ILW9Ezzce9tu2VxbRd/i4elPP+jvrl/V0/u39WT313Nk/jy89/qyf2evksdjhzL9TfrH82Hk/ihplkJIsdgrS3GmE5O2ldjyj0vntpsoE7WGPMGal6SWKSr+dVf6O/35v9cGjxeYLD5xsvbKgt7Wm/pnXlzoTkPWvKhFklSWwfzEexKtzfMzudtDZcD4a2VxVZwLDvj8peUgqGicV5XJMcg3Ne8JPGH7y9bAfJPwq/q9i9fn//zyZ8uWwkWU2BIb+p24mGXizBuYbi/mAB3k+VtlYU9Lb01zxLVWXpIZaRu/CDL1cUhp+yoG/9aS6B7x2vWe+OyuK7bJ+YE/Hc+fe/y5vLWu5/pzpf9eKwix7ILlhLElWMQOQbrrNUbJ8aTX73m02HGP5LAGFR5URRFKwt4ntYUqZfL33B+XXuf9lcMRH+qs/t/yPzVg/Rvq16Ed+NJud/UwZfv6/aGy9srW2/VrnvZP8clKePikl/W/I1XW2Wro9pxLWDlbzc391iufVylxBjEfMu/4VzPY3ATTsR1A0357eaicW1cS+LLH1b8ptaSN3Tw5Wfa21t+t/jJe5PlbZWFPS31xou7zit+OM24+2ypN54qXJ6JN+ciYqsstoNjudbisYTFcQzCbc1rSbTk5Rc9ffPXf9TPP2EetbJQ99xEXN1EXN1EXN1ES+JWPdXzz79lzkUAAOAMWhJLcBHe1fPX0mOTcFPUPTcRVzcRVzcRVzcVjStJIiqLuucm4uom4uom4uomupsBAABwbSSJAAAAMJAkAgAAwFBoTCIAAADcUWRM4itlrAQAAABuobsZAAAABpJEAAAAGEgSAQAAYCBJBAAAgIEkEQAAAAaSRAAAABhIEgEAAGD4f2a9WaXalsSfAAAAAElFTkSuQmCC)
Therefore, in 76,424 the digit 7 stands for 70,000 and 4 stands for 400.
The correct option is (b) 70,000 and 400
Related Questions to study
In 86,497 , ___ is in ten thousands
In 86,497 , ___ is in ten thousands
Put the missing commas in 94656.
Put the missing commas in 94656.
The expanded form of 21,240 is ______.
The expanded form of 21,240 is ______.
Write the standard form of fifty-six thousand and two hundred ten.
Write the standard form of fifty-six thousand and two hundred ten.
The value of 51000 + 21000 is________.
The value of 51000 + 21000 is________.
The smaller number among the following numbers 76,400 (or) 56,740 is________.
The smaller number among the following numbers 76,400 (or) 56,740 is________.
![](data:image/png;base64,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)
The missing numbers are________.
We can find the next terms of the sequence by adding the difference to the previous term.
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The missing numbers are________.
We can find the next terms of the sequence by adding the difference to the previous term.
The digit multiplied by its place value and added together gives the number.
The digit multiplied by its place value and added together gives the number.
Place value of 5 in 69,542 is _____.
The given number is 69,542.
69,542 = 60,000 + 9000 + 500 + 40 + 2
So, place value of 5 in 69,542 is 500.
The correct option is (a) 500
Place value of 5 in 69,542 is _____.
The given number is 69,542.
69,542 = 60,000 + 9000 + 500 + 40 + 2
So, place value of 5 in 69,542 is 500.
The correct option is (a) 500
The number form of twenty thousand nine hundred is_______.
The number form of twenty thousand nine hundred is_______.
88.888 is the _____ digit number.
Decimal is another way of representing fractions.
88.888 is the _____ digit number.
Decimal is another way of representing fractions.