Simplify and write the following exponential form-2-3-2 -5-3-div 5-5-1-2-0

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Toppr Admin · Accepted Answer

-2-3-2 -5-3-div 5-5-1-2-0-Let us simplify-2-3-2 -5-3-div 5-5-1-2-0 - -2-6 -1-5-3 -div 1-5-5 -1-64-1-5-3 -times 5-5 -1-64-5-5-3-1-64-5-2 -1-64-25-1-88-The exponential form is -88-

Simplify and write the following exponential form:
$$((-2)^3)^2 +5^{-3}\div 5^{-5}-(-1/2)^0$$

$$((-2)^3)^2 +5^{-3}\div 5^{-5}-(-1/2)^0$$
Let us simplify,
$$((-2)^3)^2 +5^{-3}\div 5^{-5}-(-1/2)^0 = (-2)^6 +1/5^3 \div 1/5^5 -1$$
$$=64+1/5^3 \times 5^5 -1$$
$$=64+5^{5-3}-1$$
$$=64+5^2 -1$$
$$=64+25-1$$
$$=88$$
The exponential form is $$88$$.

Simplify and write the following exponential form:$$((-2)^3)^2 +5^{-3}\div 5^{-5}-(-1/2)^0$$

$$((-2)^3)^2 +5^{-3}\div 5^{-5}-(-1/2)^0$$Let us simplify,$$((-2)^3)^2 +5^{-3}\div 5^{-5}-(-1/2)^0 = (-2)^6 +1/5^3 \div 1/5^5 -1$$$$=64+1/5^3 \times 5^5 -1$$$$=64+5^{5-3}-1$$$$=64+5^2 -1$$$$=64+25-1$$$$=88$$The exponential form is $$88$$.

Simplify and write the following exponential form:
$$((-2)^3)^2 +5^{-3}\div 5^{-5}-(-1/2)^0$$

$$((-2)^3)^2 +5^{-3}\div 5^{-5}-(-1/2)^0$$
Let us simplify,
$$((-2)^3)^2 +5^{-3}\div 5^{-5}-(-1/2)^0 = (-2)^6 +1/5^3 \div 1/5^5 -1$$
$$=64+1/5^3 \times 5^5 -1$$
$$=64+5^{5-3}-1$$
$$=64+5^2 -1$$
$$=64+25-1$$
$$=88$$
The exponential form is $$88$$.