Show that 5×11×13+13 is a composite number.
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Answer:
Ok
Step-by-step explanation:
Normally, the composite number is represented based on the product of two or more with the two prime numbers. (5)(11)(13)+13 are determined as 5*11*13+13= 728. Prime factors are obtained result with the 728= 2 x 2 x 2 x 7 x 13 so that the prime factors will be obtaining the results based on these factors.
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Solution:
➩ 5⃣ × 1⃣1⃣ × 1⃣3⃣ + 1⃣3⃣
➩ 5⃣5⃣ × 1⃣3⃣ + 1⃣3⃣
➩ 7⃣1⃣5⃣ + 1⃣3⃣
➩ 7⃣2⃣8⃣
ஃ Here , 5⃣ × 1⃣1⃣ × 1⃣3⃣ + 1⃣3⃣ is composite number because it has at least three factor.
✅ Hence proved ✅
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