For an A.P., t7 = 4, d = –4, then a = .........................(A) 6(B) 7(C) 20(D) 28 #class10maths

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For a given A.P. t7=4, d=-4, then find a | Arithmetic progression class 10 For a given A.P. t7=4, d=-4, then find a | Arithmetic progression class 10
Q4 In an AP if d=-4 and a7=4 then the first term a is equal to A)6 B)7 C)20 D)28 Q4 In an AP if d=-4 and a7=4 then the first term a is equal to A)6 B)7 C)20 D)28
1 In an A P , if d = –4, n = 7, an = 4, then a is 1 In an A P , if d = –4, n = 7, an = 4, then a is
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The seventh term of an AP whose first term is 28 and common difference -4 is(a) 0(b) 4( c) 52(d) 56 The seventh term of an AP whose first term is 28 and common difference -4 is(a) 0(b) 4( c) 52(d) 56