State the following statements are true-false- 10 div -5 times 2-10 div 5- times -10 div 2-

Question

State the following statements are true-false-  10 div -5 times 2-10 div 5- times -10 div 2-

Toppr Admin · Accepted Answer

Correct option is B- FalseThe given statement is false-As RHS-160-10-div -5-times 2-dfrac-10-10-1-And LHS-160-10-div 5-times -10-div 2-dfrac-10-5-times -dfrac-10-2-2-times 5-10-So RHS -ne - LHS-

State the following statements are true/false:
$$ 10 \div (5 \times 2)=(10 \div 5) \times (10 \div 2)$$

Correct option is B. False
The given statement is false.
As RHS
$$=10\div (5\times 2)$$
$$=\dfrac{10}{10}$$
$$=1$$.
And LHS
$$=(10\div 5)\times (10\div 2)$$
$$=\dfrac{10}{5}\times \dfrac{10}{2}$$
$$=2\times 5$$
$$=10$$.
So RHS $$\ne $$ LHS.

State the following statements are true/false: $$ 10 \div (5 \times 2)=(10 \div 5) \times (10 \div 2)$$

Correct option is B. FalseThe given statement is false.As RHS $$=10\div (5\times 2)$$$$=\dfrac{10}{10}$$$$=1$$.And LHS $$=(10\div 5)\times (10\div 2)$$$$=\dfrac{10}{5}\times \dfrac{10}{2}$$$$=2\times 5$$$$=10$$.So RHS $$\ne $$ LHS.

State the following statements are true/false:
$$ 10 \div (5 \times 2)=(10 \div 5) \times (10 \div 2)$$

Correct option is B. False
The given statement is false.
As RHS
$$=10\div (5\times 2)$$
$$=\dfrac{10}{10}$$
$$=1$$.
And LHS
$$=(10\div 5)\times (10\div 2)$$
$$=\dfrac{10}{5}\times \dfrac{10}{2}$$
$$=2\times 5$$
$$=10$$.
So RHS $$\ne $$ LHS.