a=-1.25,d=-0.25 write first four terms of AP,when first term a and 'd'are given as follows
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Given:
- a = -1.25
- d = -0.25
To find:
- First four terms of the A.P
Solution:
From the question, we are provided with the values of a and d. Since, we know that a means first term of an A.P,
- First term = -1.25
Still we need to find three terms. We know that,
→ d = Second term - First term
→ Second term = d + First term
→ Second term = (-0.25) + (-1.25)
→ Second term = -0.25 - 1.25
→ Second term = -1.5
Similarly,
→ d = Third term - Second term
→ Third term = d + Second term
→ Third term = (-0.25) + (-1.5)
→ Third term = -0.25 - 1.5
→ Third term = -1.75
Finally,
→ d = Fourth term - Third term
→ Fourth term = d + Third term
→ Fourth term = (-0.25) + (-1.75)
→ Fourth term = -0.25 - 1.75
→ Fourth term = -2
Hence, the four terms of A.P are -1.25, -1.5, -1.75 and -2.
Know more:
- The general form of A.P is a, (a + d), (a + 2d), (a + 3d), etc...
- Formula to find nth term of an A.P: a + (n - 1)d
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