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x = A
using identity
sin²A - sin²B = sin(A+B) sin(A-B)
→ sin²(15+A)– sin²(15–A)
→ sin(15+A+15–A) sin(15+A–15+A)
→sin30 × sin2A
sin30 = 1/2
→1/2sin2A
Hence, the value of sin²(15+x)–sin²(15–A) is→1/2sin2x
Step-by-step explanation:
hope this help you
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