Find the value of- -3-4- -3-5-3

The correct option is C 27 [( 3)^ 4÷ ( 3)^ 5]^3 = [( 3)^ 4+5]^3 =[( 3)^1]^3 #160; = ( 3)^3 = 27 So, option A is correct. ...

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Byju's Answer

Standard IX

Mathematics

Quotient Law

Find the valu...

Question

Find the value of: $[(- 3)^{- 4} \div (- 3)^{- 5}]^{3}$

- 27

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27

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\frac{1}{27}

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- \frac{1}{27}

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Solution

The correct option is C $- 27$
$[(- 3)^{- 4} \div (- 3)^{- 5}]^{3} = [(- 3)^{- 4 + 5}]^{3}$

$= [(- 3)^{1}]^{3}$ $= (- 3)^{3}$

$= - 27$

So, option $A$ is correct.

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Similar questions

Solve:

[[5×{(−3)×(−4)}]÷{27 + (−14−3)}][[3×{(−4)×(−5)}]÷{27+(−13−4)}]
+[{27×(−2)}÷(−3−3)] + [{27×(−2)}÷(−3−3)]
+[{(−3)×(−3)×5}÷(−3)]]

Q. Evaluate :

{(27)}^{- 1 / 3} \times (27)^{- 1 / 3} \times [27^{1 / 3} - 27^{2 / 3}]

The value of the given expression is ___
$[[3 \times {(- 5) \times (- 4)}] \div {27 + (- 13 - 4)}]$
$+ [{27 \times (- 2)} \div (- 3 - 3)]$
$+ [{(- 3) \times (- 3) \times 5} \div (- 3)]]$

Q. Find the value of

{(\frac{1}{216})}^{\frac{- 2}{3}} \div {(\frac{1}{27})}^{\frac{- 4}{3}}

What is the value of the given expression?
$[[3 \times {(- 5) \times (- 4)}] \div {27 + (- 13 - 4)}]$
$+ [{27 \times (- 2)} \div (- 3 - 3)]$
$+ [{(- 3) \times (- 3) \times 5} \div (- 3)]]$

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Find the value of: [(−3)−4÷(−3)−5]3

The correct option is C −27[(−3)−4÷(−3)−5]3=[(−3)−4+5]3=[(−3)1]3 =(−3)3=−27So, option A is correct.

Find the value of: $[(- 3)^{- 4} \div (- 3)^{- 5}]^{3}$

The correct option is C $- 27$
$[(- 3)^{- 4} \div (- 3)^{- 5}]^{3} = [(- 3)^{- 4 + 5}]^{3}$

$= [(- 3)^{1}]^{3}$ $= (- 3)^{3}$

$= - 27$

So, option $A$ is correct.