your correct answer is 5 to the 7th power. here is why:
5*5*5*5*5*5*5=78,125
look at 7 to the 5th power is:
7*7*7*7*7=16,807
2007-08-01 18:22:42
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answer #1
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answered by soar_2307 7
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Vedic Mathematics give us correct manners to grasp "same-digit-number's property" !
What you have related above is merged "y and x" numbers as "x and y" which is said property!
57 --> 75 has been referred by you as 5^7 and 7^5.
5^1 =5 and 7^1= 7
5^2 =25 and 7^2= 49
5^3 =125 and 7^3= 343
5^4 =625 and 7^4= 2401
5^5 =3125 and 7^5= 16807
5^6 =15625
5^7 =78125. Obviously 5^7 is greater!
To clear your doubts completely start exercise linking "28 and 82" as 2^8 and 8^2. You can do it mentally !
Continue by 3^7 and 7^3 so on!
These are basically computing exercises!
Regards
2007-08-05 01:56:28
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answer #2
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answered by kkr 3
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5 raise to power 7 = 5*5*5*5*5*5*5 = 78125
7 raise to power 5 = 7*7*7*7*7 = 16807
so, 5 raise to power 7 is greater
2007-08-01 17:54:09
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answer #3
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answered by vennysweetgirl21 3
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2016-10-13 11:04:21
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answer #4
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answered by Anonymous
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First, Mr hot-leo, use the carat (^) to denote powers. So which is greater 5^7 or 7^5?
The easiest approach is to divide one by the other and expand to (5*5*5*5*5*25)/(7*7*7*7*7) or
(5/7)^5 * 25. If this is greater than 1, the 5^7 term is greater.
2007-08-01 17:58:47
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answer #5
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answered by cattbarf 7
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Carry out the operations
5^7 = 5*5*5*5*5*5*5 =78125
7^5 = 7*7*7*7*7 = 16807 so 5^7 > 7^5
or by examination: 125 * 125 * 5 > 49 * 49 * 7
2007-08-01 18:02:41
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answer #6
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answered by fjblume2000 2
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your correct answer is 5 to the 7th power. here is why:
5*5*5*5*5*5*5=78,125
look at 7 to the 5th power is:
7*7*7*7*7=16,807
2007-08-01 18:24:34
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answer #7
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answered by conde_c_b 7
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5^7 > or < 7^5
Or Consider 7^5/5^5 > 5^2= 25
Now 7^5 / 5^5 = (7/5)^5 = 1.4^5
so you need to find out if 1.4^5 > 25 or not
The answer is NO, because 1.4^2 < 2.5
so 1.4^4 < 2.5^2 <9
or 1.4^5 < 9 x 1.4 < 15 <25
so 1.4^5 < 25
or 7^5 / 5^5 < 5^2
7^5 < 5^7 !!!!!
2007-08-01 18:02:06
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answer #8
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answered by vlee1415 5
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use logarithm operation for 5^7------------> log5^7 becomes 7log5 now using log table find the value.
do similar in the second case also and find out.
2007-08-01 19:58:14
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answer #9
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answered by sash 1
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5 raise to power7
2007-08-01 17:59:48
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answer #10
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answered by nitin jain 1
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