Question

3. Identify the 1st term of the sequence given that the common difference is - 2 and the
37th term is - 46.​

Answer 1

Answer:

here is your answer mate

Step-by-step explanation:

a37=a+(n-1)d

a37=a+(n-1)d-46=a+(37-1)-2

a37=a+(n-1)d-46=a+(37-1)-2-46=a+(36)-2

a37=a+(n-1)d-46=a+(37-1)-2-46=a+(36)-2-46=a-72

a37=a+(n-1)d-46=a+(37-1)-2-46=a+(36)-2-46=a-72-46+72=a

a37=a+(n-1)d-46=a+(37-1)-2-46=a+(36)-2-46=a-72-46+72=a26=a

a37=a+(n-1)d-46=a+(37-1)-2-46=a+(36)-2-46=a-72-46+72=a26=aa=26

hope it helps

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