Which of the following is false?

$i . {(1)}^{2016} > {(1)}^{2014}$

$i i . {(1)}^{2016} > {(0)}^{2016}$

$i i i . {(1)}^{2016} > {(- 1)}^{2016}$

$i v . {(- 1)}^{2014} > {(- 1)}^{2015}$

i, iii, iv

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i, iii

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i, ii

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iii, iv

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Solution

The correct option is B
i, iii

${(1)}^{a n y n u m b e r} = 1$

${(- 1)}^{o d d n u m b e r} = - 1$

${(- 1)}^{e v e n n u m b e r} = + 1$

${(0)}^{a n y n o n - z e r o n u m b e r} = 0$

$∴$ Only i and iii are false.

Suggest Corrections

Similar questions

Which of the following is false?

$i . {(1)}^{2016} > {(1)}^{2014}$

$i i . {(1)}^{2016} > {(0)}^{2016}$

$i i i . {(1)}^{2016} > {(- 1)}^{2016}$

$i v . {(- 1)}^{2014} > {(- 1)}^{2015}$

Which of the following are false?

$i . {(1)}^{2016} > {(1)}^{2014}$

$i i . {(1)}^{2016} > {(0)}^{2016}$

$i i i . {(1)}^{2016} > {(- 1)}^{2016}$

$i v . {(- 1)}^{2014} > {(- 1)}^{2015}$

Q. If the polynomial

(x + 1)^{2015} - x^{2015} - 1

is divided by

(x + x^{2} + x^{3})

, then the remainder is

Which of the following statements are true/false?
i) Some vitamin preparations prevent the release of the egg from the ovary.
ii) Use of a condom for contraception is a barrier method.
iii) Tubectomy is performed on males.

Q. Which of the following statements are true and which are false?
(i) The sum of two integers is always an integer.
(ii) The difference of two integers is always an integer.
(iii) −14 > −8 − (−7)
(iv) −5 − 2 > −8
(v) (−7) − 3 = (−3) − (−7)

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Which of the following is false? i. (1)2016>(1)2014 ii. (1)2016>(0)2016 iii. (1)2016>(−1)2016 iv. (−1)2014>(−1)2015

The correct option is B i, iii (1)any number=1 (−1)odd number=−1 (−1)even number=+1 (0)any non−zero number=0 ∴ Only i and iii are false.

Which of the following is false?

$i . {(1)}^{2016} > {(1)}^{2014}$

$i i . {(1)}^{2016} > {(0)}^{2016}$

$i i i . {(1)}^{2016} > {(- 1)}^{2016}$

$i v . {(- 1)}^{2014} > {(- 1)}^{2015}$

The correct option is B
i, iii

${(1)}^{a n y n u m b e r} = 1$

${(- 1)}^{o d d n u m b e r} = - 1$

${(- 1)}^{e v e n n u m b e r} = + 1$

${(0)}^{a n y n o n - z e r o n u m b e r} = 0$

$∴$ Only i and iii are false.