Checking my answers Tell whether the sequence is arithmetic. If it is, what is the common difference? –12, –7, –2, 3, . . . I got no it is not arithmetic
Do you know the formula to take the common difference ?
I just thought you subtracted one from another and if it had a common difference like 4 between each then it was arithmetic
If, \[\huge\ T_3-T_2=T_2-T_1\] Then it is arithmetic Here T_1=first term=–12 T_2=second term=–7 T_3=third term= –2 Start working.
so no its not
because 5 does not equal -5
@ILoVeMaTh3 Please show me your working. You are misleading.
-2-7=5 -12-(-7)=-5
(-)(-)=+
t2 - t2 = t2-t1 and they do not equal
*t3
Am I not allowed to check my answers that I have already gotten and work them out if they are wrong?
@ILoVeMaTh3 you are doing it wrong See your terms You are placing them wrong.
t3 = -2 t2 = -7
-2-(-7)=5 -7-(-12)=5 Ah so it is arithmetic and 5 is the answer
I was making -12 positive
But am I not allowed to check if my answers are correct and work them out if they are wrong with help from people
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