Question

Neeta starts with the number 27 and keeps subtracting 6 from it. find the integers you will arrive at if she carries out the subtraction 6 times​

Answer 1

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Here Neeta starts from 27 and keep subtracting 6 from it.

Therefore the numbers which had arrived after subtracting 6 are in AP with common difference -6.

☆ So we have to find the 6th term.

${\large{\blue{\bold{\underline{Formula\:Used:-}}}}}$

$\implies \: a \frac{}{n} = a + (n - 1)d \\ \\ \implies \: a \frac{}{6} = 27 + (6 - 1)( - 6) \\ \\ \implies \: a \frac{}{6} = 27 + (5) ( - 6) \\ \\ \implies \: a \frac{}{6} = 27 - 30 \\ \\ \implies \: a \frac{}{6} = - 3$

☆ So the integer is -3.

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Answer 2

Step-by-step explanation:

Here Neeta starts from 27 and keep subtracting 6 from it.

Therefore the numbers which had arrived after subtracting 6 are in AP with common difference -6.

☆ So we have to find the 6th term.

⟹a

n

=a+(n−1)d

⟹a

6

=27+(6−1)(−6)

⟹a

6

=27+(5)(−6)

⟹a

6

=27−30

⟹a

6

=−3

☆ So the integer is -3.

Hope this will help you if it HELPS then plz mark my answer as BRAINLIEST.

And remember to always keep a smile on face:D

< marquee > ✌✌THANKS✌✌ < /marquee ><marquee>✌✌THANKS✌✌</marquee>