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If `a^2 + b^2 = 74` and ab = 35, then find a +
asked Jan 17, 2022 in 8th-maths by nikhil (1.8k points)
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Find the value of a, if `pqa = (3p + q)^2 – (3p –
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`(2^-3)^2 xx (3^-2)^3`
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In `2^n`, n is known
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`3^(–2)` can be written
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The value of `1/4^-2`
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The value of `3^5 -: 3^(–6)`
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`(–9)^3 -: (–9)^8` is equal
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For a non-zero integer x, `x^7 -: x^12` is equal
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The usual form for `2.03 xx
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`a^3 xx a^(–10)` =
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On multiplying _________ by `2^(–5)` we get
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The value for `(–7)^6 -: 7^6` is
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`(–7)^(–4) xx (–7)^2 =
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