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VGS PUBLICATION-BRILLIANT-EXPONENTS AND POWERS-EXERCISE
- Simplify:4^4xx16^-2xx4^0
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- Can you guess the value of 'x' when 2^x= 1?
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- Find the value of 'x' such that : 25xx5^x=5^8
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- Find the value of 'x' such that :1/49xx7^(2x)=7^8
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- Find the value of 'x' such that : (3^6)^4=3^(12x)
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- Find the value of 'x' such that :(-2)^(x+1)xx(-2)^7=(-2)^12
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- Simplify: (2/5)^-3xx(25/4)^-2
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- Simplify : [{(1/3)^-3-(1/2)^-3}div(1/5)^-2]
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- If x=(3/2)^2xx(2/3)^-4 find the value of x^-2
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- Simplify and give reasons :4^-3
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- Simplify and give reasons :(-2)^7
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- Simplify and give reasons :(3/4)^-3
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- Simplify and give reasons :(-3)^-4
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- Simplify the following :(1/2)^4xx(1/2)^5xx(1/2)^6
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- Simplify the following :(-2)^7xx(-2)^3xx(-2)^4
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- Simplify the following :4^4xx(5/4)^4
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- Simplify the following :[5^-4/5^-6]xx5^3
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- Simplify the following : (-3)^4xx7^4
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- Simplify : 2^2xx(3^2/2^-2)xx3^-1
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- Simplify : (4^-1xx3^-1)div6^-1
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