Question

I The Firest 4 terems of an AP
whose first term is-2 and d=-2​

Answer 1

Answer:

To find the first four term of AP

Step-by-step explanation:

Given that

a=-2  , d=-2

then four term are a, a+d, a+2d, a+3d

i..e  -2,  -4,  -6, -8

Answer is   -2,  -4,  -6, -8

Answer 2

Question:

The first four terms of an AP Whose first term is (a)-2 and difference(d)= -2

Answer:

$0,-2,-4,-6$

Explanation:

So here the full Form of the letters are

A = First Term

D = Difference between a number

So Now the difference is -2

Formula Used in this Sum : A1=a+d

A = 2

⇒$A1= 2 + (-2)$

⇒$A1=0$

⇒$A2=0+(-2)$

⇒$A2= -2$

⇒$A3=-2+(-2)$

⇒$A3=-4$

⇒$A4= -4+(-2)$

⇒$Aa4=-6$

Hence The first Four terms of the AP  is $0,-2,-4,-6$.