f(2) = 7(2)² × 7(2)² + 25
f(2) = 7(4) × 7(4) + 25
f(2) = 28 × 28 + 25
f(2) = 784 + 25
f(2) = 809
f(3) = 7(3)² × 7(3)² + 25
f(3) = 7(9) × 7(9) + 25
f(3) = 63 × 63 + 25
f(3) = 3.969 + 25
f(3) = 3.994
f(x) = 7x² × 7x² + 5²
f(4) = 7(4)² × 7(4)² + 25
f(4) = 7(16) × 7(16) + 25
f(4) = 112 × 112 + 25
f(4) = 12.544 + 25
f(4) = 12.569
MAKA :
f(2) + f(3) × f(4)
= 809 + 3.994 × 12.569
= 809 + 50.200.586
= 50.201.395
f(2) = 7(2)² × 7(2)² + 5²
f(2) = 7(2.2) × 7(2.2) + (5.5)
f(2) = (7 × 4) × (7 × 4) + 25
f(3) = 7(3)² × 7(3)² + 5²
f(3) = 7(3.3) × 7(3.3) + 5²
f(3) = (7 × 9) × (7 × 9) + 25
f(4) = 7(4)² × 7(4)² + 5²
f(4) = 7(4.4) × 7(4.4) + 5²
f(4) = (7 × 16) × (7 × 16) + 25
maka :
809 + 3.994 × 12.569
809 + 50.200.586
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f(2) = 7(2)² × 7(2)² + 25
f(2) = 7(4) × 7(4) + 25
f(2) = 28 × 28 + 25
f(2) = 784 + 25
f(2) = 809
f(3) = 7(3)² × 7(3)² + 25
f(3) = 7(9) × 7(9) + 25
f(3) = 63 × 63 + 25
f(3) = 3.969 + 25
f(3) = 3.994
f(x) = 7x² × 7x² + 5²
f(4) = 7(4)² × 7(4)² + 25
f(4) = 7(16) × 7(16) + 25
f(4) = 112 × 112 + 25
f(4) = 12.544 + 25
f(4) = 12.569
MAKA :
f(2) + f(3) × f(4)
= 809 + 3.994 × 12.569
= 809 + 50.200.586
= 50.201.395
f(x) = 7x² × 7x² + 5²
f(2) = 7(2)² × 7(2)² + 5²
f(2) = 7(2.2) × 7(2.2) + (5.5)
f(2) = 7(4) × 7(4) + 25
f(2) = (7 × 4) × (7 × 4) + 25
f(2) = 28 × 28 + 25
f(2) = 784 + 25
f(2) = 809
f(3) = 7(3)² × 7(3)² + 5²
f(3) = 7(3.3) × 7(3.3) + 5²
f(3) = 7(9) × 7(9) + 25
f(3) = (7 × 9) × (7 × 9) + 25
f(3) = 63 × 63 + 25
f(3) = 3.969 + 25
f(3) = 3.994
f(4) = 7(4)² × 7(4)² + 5²
f(4) = 7(4.4) × 7(4.4) + 5²
f(4) = 7(16) × 7(16) + 25
f(4) = (7 × 16) × (7 × 16) + 25
f(4) = 112 × 112 + 25
f(4) = 12.544 + 25
f(4) = 12.569
maka :
f(2) + f(3) × f(4)
809 + 3.994 × 12.569
809 + 50.200.586
= 50.201.395