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Find the reciprocal of the following number:
-21/23
1 answer
-23/21
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how to find the reciprocal??
you flip the reciprocal example (4 over 5 the reciprocal will be 5 over 4. If it is a fraction,
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To find the reciprocal of a number, you can follow different methods depending on the format of the
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one positive number is 32 less than another number. if the reciprocal of the smaller number is added to five times the
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n and n+32 1/n + 5/(n+32) = 1/6 multiply all terms by 6n(n+32) 6(n+32) + 5(6n) = n(n+32) 6n + 192 +
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could some one please explain to me reciprocal how to find the reciprocal my math home work says
find the reciprocal of
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lol it's 15 years later
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The reciprocal of a number decreased by the reciprocal of twice the number is greater than or equal to 2. Find the number(s) for
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1/x - 1/(2x) >= 2 2/(2x) - 1/(2x) >= 2 2-1 >= 2*2x 1 >= 4x x <= 1/4
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The reciprocal of a number decreased by the reciprocal of twice the number is greater than or equal to 2. Find the number(s) for
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The number ---- x the reciprocal of the number --- 1/x "The reciprocal of a number decreased by the
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the sum of the reciprocal of two number is 1/2 twice the reciprocal of the sixth less than five times the reciprocal of the 2nd.
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1/x + 1/y = 1/2 I cannot parse the second sentence.
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Solve
The reciprocal of two more than a number in three times the reciprocal of the number. Find the number
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translate the English into Math ... "two more than a number" ---- n+2 "The reciprocal of two more
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What is a reciprocal
A number's "flip". Like if you have 2/3, it's reciprocal would be 3/2. If you have a whole number like 5,
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To find the reciprocal of a number, you simply need to flip the numerator and the denominator. If
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The reciprocal of a number minus the reciprocal of two less than the number is -2/15. find the number.
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1/x - 1/(x-2) = -2/15
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one positive number is 14 less than another positive number. if the reciprocal of the smaller number is added to five times to
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To solve this problem, let's assign variables to the two unknown numbers. Let's call the larger
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