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Q1. Priya checks the fold-thickness table. After 17 folds, the thickness of the paper is approximately
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Q2. Ravi reads. After 30 folds, the thickness of the paper is about 10.7 km — the typical height at which
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Q3. In the Magical Pond the number of lotuses doubles every day and the pond is fully covered on day 30. On which day was the pond half covered?
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Q4. Writes the thickness after 7 folds as 0.001 cm × 2^7. The value of 2^7 used here is
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Q5. Figure it Out Q1(ii) asks to express y × y in exponential form. The correct answer is
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Q6. Is (−2)^4 = 16? Verify. Which working is correct?
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Q7. Generalises the product law for exponents. If a and b are counting numbers, then n^a × n^b equals
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Q8. 4^6 can be written as a power of a power. Which of these is one such correct form?
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Q9. Using the quotient law the value of 2^4 ÷ 2^3 in simplest exponential form is
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Q10. Using the rule m^a × n^a = (mn)^a to rewrite 3^4 × 2^4, the single-base form is
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Q11. Halving a line of 2^4 units ten times gives 2^(−6) units. The value of 2^(−6) is
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Q12. The quotient law n^a ÷ n^b = n^(a − b). The rule for n in this law is that n must
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Q13. Scientific notation is defined as x × 10^y. For the form to be a valid standard form, the coefficient x must satisfy
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Q14. Writes the 2 crore population of Mumbai in scientific (standard) form. The correct form is
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Q15. The global ant population as 2 × 10^16 and the human population as 8 × 10^9. Roughly how many ants are there for every human?