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Detailed Solution for Test: Surds And Indices- 1 - Question 1

Test: Surds And Indices- 1 - Question 2

If (a / b)^{x - 1} = (b / a)^{x - 3} , then the value of x is:

Detailed Solution for Test: Surds And Indices- 1 - Question 2

Test: Surds And Indices- 1 - Question 3

Given that 10^{0.48} = *x*, 10^{0.70} = *y* and *x*^{z} = *y*^{2}, then the value of *z* is close to:

Detailed Solution for Test: Surds And Indices- 1 - Question 3

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Test: Surds And Indices- 1 - Question 5

If 3^{(x - y)} = 27 and 3^{(x + y)} = 243, then *x* is equal to:

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Test: Surds And Indices- 1 - Question 8

1/(1 + x^{(b - a) }+ x^{(c - a)}) + 1/(1 + x^{(a - b)} + x^{(c - b)}) + 1/(1 + x^{(b - c)} +x^{(a - c) }) = ?

Detailed Solution for Test: Surds And Indices- 1 - Question 8

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