Maths-
General
Easy
Question
is equal to
Hint:
To solve the question first we have to expand the sigma where we will put the value of j from 1 to 5 each at a time then we will solve using
.
The correct answer is: ![C presuperscript 52 subscript 4](data:image/png;base64,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)
![blank to the power of 47 C subscript 4 plus sum from j equals 1 to 5 of to the power of 52 minus j end exponent C subscript 3](data:image/png;base64,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)
![blank to the power of 47 C subscript 4 plus to the power of 52 minus 1 end exponent C subscript 3 plus to the power of 52 minus 2 end exponent C subscript 3 plus to the power of 52 minus 3 end exponent C subscript 3 plus to the power of 52 minus 4 end exponent C subscript 3 plus to the power of 52 minus 5 end exponent C subscript 3
equals to the power of 47 C subscript 4 plus to the power of 51 C subscript 3 plus to the power of 50 C subscript 3 plus to the power of 49 C subscript 3 plus to the power of 48 C subscript 3 plus to the power of 47 C subscript 3](data:image/png;base64,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)
using ![blank to the power of n C subscript r space end subscript plus to the power of n C subscript r minus 1 end subscript equals to the power of n plus 1 end exponent C subscript r space](data:image/png;base64,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)
![equals to the power of 48 C subscript 4 plus to the power of 51 C subscript 3 plus to the power of 50 C subscript 3 plus to the power of 49 C subscript 3 plus to the power of 48 C subscript 3
equals to the power of 49 C subscript 4 plus to the power of 51 C subscript 3 plus to the power of 50 C subscript 3 plus to the power of 49 C subscript 3
equals to the power of 50 C subscript 4 plus to the power of 51 C subscript 3 plus to the power of 50 C subscript 3
equals to the power of 51 C subscript 4 plus to the power of 51 C subscript 3
equals to the power of 52 C subscript 4](data:image/png;base64,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)
Related Questions to study
physics-
About 5% of the power of a 100 W light bulb is converted to visible radiation. The average intensity of visible radiation at a distance of 1 m from the bulb:
About 5% of the power of a 100 W light bulb is converted to visible radiation. The average intensity of visible radiation at a distance of 1 m from the bulb:
physics-General
physics-
In an electromagnetic wave, the amplitude of electric field is 1V/m. The frequency of wave is
Hz The wave is propagating along z-axis. The average energy density of electric field, in Joule /m3, will be
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The rms value of the electric field of the light coming from the sun is 720 N/C The average total energy density of the electromagnetic wave is
The rms value of the electric field of the light coming from the sun is 720 N/C The average total energy density of the electromagnetic wave is
physics-General
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Light with energy flux
is incident on a well polished metal square plate of side 2cm. The force experienced by it is
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physics-General
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A plane electromagnetic wave of frequency 25 MHz travels in free space along the x-direction. At a particular point in space and time
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A plane E.M. wave of frequency 40 MHz travels along X-axis. At same point at same instant, the electric field E has maximum value of 750 N/C in Y-direction. The magnitude and direction of magnetic field is
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A point source of electromagnetic radiation has an average power output of 800W, The maximum value of electric field at a distance 3.5 m from the source will be 62.6 V/m, the maximum value of magnetic field will be -
A point source of electromagnetic radiation has an average power output of 800W, The maximum value of electric field at a distance 3.5 m from the source will be 62.6 V/m, the maximum value of magnetic field will be -
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The all India Radio, station at Vijayawada transmits its signals at 840 K C/s The length of the radio wave is
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physics-General
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The wave length of the Green light of mercury is 550nm. If the refractive index of the glass is 1.5, the time period of the electrical vector in glass nearly ![open parentheses C subscript 0 end subscript equals 3 cross times 10 to the power of 8 end exponent m S to the power of negative 1 end exponent close parentheses](data:image/png;base64,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)
The wave length of the Green light of mercury is 550nm. If the refractive index of the glass is 1.5, the time period of the electrical vector in glass nearly ![open parentheses C subscript 0 end subscript equals 3 cross times 10 to the power of 8 end exponent m S to the power of negative 1 end exponent close parentheses](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAJQAAAAVCAYAAACg0MepAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAABGJhU0UAAAAQ3ZOC+gAAA9tJREFUeNrtWl9kW1Ecvq6ImCpRFX2oMjM1M2OqaqbKVFXMlJmomhl9nD6MqZmavU1NVYWaqsrDiKiJmjEVUTNjZg8zFab2UFMlpiquKNnv8N05Ozn3X3LPvWl3Pz7ac/+de853fr/v/G40rRlZ4rQWQQXOEzeJNWKduEO80eF9vkh8SvwqtM8QV5wuzuLECGrwjZgh6iD7+7DD+5wjzhIbkmMz0IwUaWI+mnOlOMSKN9EPkZ0GNCzaC9BOE1hIG4zmXCnYwO8RrxMvEYtIg6dZUIOSdKgNEcsuPcAL3ID5gJ/E58RkgC82RnyL5xvECnGJ2BOCj+DRjfD/CVxFG49e4kfiBrLBMrHL577GiM+I+xgf1pcJiTis6FVQGrQzxDewwZp36Ogj4hZMpM6F7DnieoCCKhGniHGu7SrxXUg+wsQ28ZYQjbaFc5ghHxdWt982g0W925ijBPG+T8+we3emnQXxRSdtLnhMfNXhIfkoxLB/B9FGxBKMt4kTyTmGz9H7dcDvrkE7m3wDy+spm3D/A6G0k7fjuzbHn4Bej3kxpuMWE1wQfOow9/8ESgc8FrCAUxDpAfEXt+CZvXhJrGIR8ZllWhIVgxBUHzT0FzUujYlYRFpT0UEnOiGFkF5xiLBWwvEiJrtBrQop2EQcgjAxAP9ngHlMBo88RPUZ0S2G6/ZwLvMrd9Hej/ukOAtSs7ivn/MkQsdzXanvO/FCB+44eLoVPC8gr2KyG6cTm2vqHp9RQZQRNzr7sB2y9j7BT7Lrj+GN9YDmpO5moHSfc7zfSMKAsp3MqAdRvW9BTK0Kysv4mSv9nMd2GTI49kHBTtJRUFYpL67Q7PqR8kx0QVRhCerAIuUlhJTnhGHsYttt58clh0ilEk3CtjPlx5KVYYc0DPKuZlFBVQTDpZhUpLyCpNajwagXPNw/Y1GC8drOg30eWVM89inRlNuVDdZQg3KDEZjGHrCENtW4Au8RlimfsiirrAtlAycso97VbjuPXAALu6lsYFfYHMAuZp4zhAl0kontJnfuG8HLsCJo0efOl1H3iSHUjmF13AuxbKBh8cyhX3Hcs+zx3awWtpv2LObI/HzWjd1iIYAF3VTYvCaph/Bgu7wN+Ck2qL/RUfEljwQvpivwYEykW9zWuxTACnTj75JYYAb8xGoLZriKxdpK+2VEIwMGmX3ieRCQ3diBhv7BF639j8MNH7bNEU4XpB+HNaSudtOTGKFiWjCfRCKEhyJshxSLLkyeHUQPNYr0FOFsYhaacdxptPqrzRF4GuYnemFKJ6NxP5Nw9RNgP5DGFp4ZxofRuP9f+APSGRnE+v400AAAASN0RVh0TWF0aE1MADxtYXRoIHhtbG5zPSJodHRwOi8vd3d3LnczLm9yZy8xOTk4L01hdGgvTWF0aE1MIj48bWZlbmNlZCBzZXBhcmF0b3JzPSJ8Ij48bXJvdz48bXN1Yj48bWk+QzwvbWk+PG1uPjA8L21uPjwvbXN1Yj48bW8+PTwvbW8+PG1uPjM8L21uPjxtbz4mI3hENzs8L21vPjxtc3VwPjxtbj4xMDwvbW4+PG1uPjg8L21uPjwvbXN1cD48bXN1cD48bXJvdz48bWk+bTwvbWk+PG1pPlM8L21pPjwvbXJvdz48bXJvdz48bW8+LTwvbW8+PG1uPjE8L21uPjwvbXJvdz48L21zdXA+PC9tcm93PjwvbWZlbmNlZD48L21hdGg+RPS26QAAAABJRU5ErkJggg==)
physics-General
physics-
An L C circuit contains inductance L =1mH and capacitance C = 0.01mH The wavelength of electromagnetic wave generated is nearly
An L C circuit contains inductance L =1mH and capacitance C = 0.01mH The wavelength of electromagnetic wave generated is nearly
physics-General
maths-
The value of
is
The value of
is
maths-General
maths-
maths-General
Maths-
is equal to
is equal to
Maths-General
biology
Match the names of cells given under Column I with the names of organs/parts in which they occur, given under Column II) Choose the answer which gives correct combination of alphabets of two columns
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)
Match the names of cells given under Column I with the names of organs/parts in which they occur, given under Column II) Choose the answer which gives correct combination of alphabets of two columns
![](data:image/png;base64,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)
biologyGeneral
biology
Match the names of glands listed under column _ with the location given under column II and choose the answer which gives correct combination from the given options.
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)
Match the names of glands listed under column _ with the location given under column II and choose the answer which gives correct combination from the given options.
![](data:image/png;base64,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)
biologyGeneral