left[(7.99)^{2}-(13.001)^{2}+(4.01)^{3}right] | vedclass

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(D) To solve the expression,we approximate the values to the nearest integers:$7.99 \approx 8$$13.001 \approx 13$$4.01 \approx 4$Substituting these va

Vedclass · Accepted Answer

$1680$

Vedclass · Answer

(D) To solve the expression,we approximate the values to the nearest integers:$7.99 \approx 8$$13.001 \approx 13$$4.01 \approx 4$Substituting these values into the expression:$\left[8^{2}-13^{2}+4^{3}\right]^{2}$$= \left[64 - 169 + 64\right]^{2}$$= \left[-105 + 64\right]^{2}$$= \left[-41\right]^{2}$$= 1681$Rounding to the nearest option provided,we get $1680$.

$\left[(7.99)^{2}-(13.001)^{2}+(4.01)^{3}\right]^{2}=?$

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