Question

Complete the following patterns by using the distributive property
of multiplication over addition for whole numbers:
101 × 33 = 3333
101 × 333 = 33633
101 × 3333 = ?
101 × 33333 = ?

Answer 1

Answer:

101 × 33 = 3333

101 × 333 = 33633

101 × 3333 =336,633

101 × 33333=3,366,633

Step-by-step explanation:

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Answer 2

Solution :-

Distributive property of multiplication over addition for whole numbers :-

• a(b + c) = a * b + a * c

So, using this we get,

(1)

→ 101 * 33

→ 33 * 101

→ 33 * (100 + 1)

→ 33 * 100 + 33 * 1

→ 3300 + 33

→ 3333

(2)

→ 101 * 333

→ 333 * 101

→ 333 * (100 + 1)

→ 333 * 100 + 333 * 1

→ 33300 + 333

→ 33633

(3)

→ 101 * 3333

→ 3333 * 101

→ 3333 * (100 + 1)

→ 3333 * 100 + 3333 * 1

→ 333300 + 3333

→ 336633

(4)

→ 101 * 33333

→ 33333 * 101

→ 33333 * (100 + 1)

→ 33333 * 100 + 33333 * 1

→ 3333300 + 33333

→ 3366633

Learn more :-

(3) निम्न के स्थानीय मान लिखिये-

(अ)43.24

(स)884.20

(ब) 534.34

(द) 178.34

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