Simplify : $$frac{0.2 × 0.2 + 0.2 × 0.02}{0.044}$$
Simplify : $$frac{0.2 × 0.2 + 0.2 × 0.02}{0.044}$$
$$5.5 – left[ {6.5 – left{ {3.5 div left( {6.5 – overline {5.5 – 2.5} } r
$$5.5 – left[ {6.5 – left{ {3.5 div left( {6.5 – overline {5.5 – 2.5} } right)} right}} right]$$ is equal to :
$$2frac{1.5}{5}$$ + 2$$frac{1}{6}$$ – $$1frac{3.5}{15}$$ = $$left( {frac{{{
$$2frac{1.5}{5}$$ + 2$$frac{1}{6}$$ – $$1frac{3.5}{15}$$ = $$left( {frac{{{{(?)}^{frac{1}{3}}}}}{4}} right)$$ + $$1frac{7}{30}$$
$$left( {frac{{1.49 times 14.9 – 0.51 times 5.1}}{{14.9 – 5.1}}} right)$$ i
$$left( {frac{{1.49 times 14.9 – 0.51 times 5.1}}{{14.9 – 5.1}}} right)$$ is equal to :
$$frac{4.41 × 0.16}{2.1 × 1.6 × 0.21}$$ is simplified to :
$$frac{4.41 × 0.16}{2.1 × 1.6 × 0.21}$$ is simplified to :
0.5 × 0.5 + 0.5 ÷ 5 is equal to :
0.5 × 0.5 + 0.5 ÷ 5 is equal to :
The value of (0.98) 3 + (0.02) 3 + 3 × 0.98 × 0.02 – 1 is :
The value of (0.98) 3 + (0.02) 3 + 3 × 0.98 × 0.02 – 1 is :
If 1 3 + 2 3 + 3 3 + …. + 9 3 = 2025, then the value of (0.11) 3 + (0.22) 3 +
If 1 3 + 2 3 + 3 3 + …. + 9 3 = 2025, then the value of (0.11) 3 + (0.22)…
Solve (41.99 2 – 18.04 2 ) ÷ ? = 13.11 2 – 138.99
Solve (41.99 2 – 18.04 2 ) ÷ ? = 13.11 2 – 138.99
The value of $$left( {frac{{8.6 times 5.3 + 8.6 times 4.7}}{{4.3 times 9.7
The value of $$left( {frac{{8.6 times 5.3 + 8.6 times 4.7}}{{4.3 times 9.7 – 4.3 times 8.7}}} right)$$ is :
$$left[ {frac{{8{{left( {3.75} right)}^3} + 1}}{{{{left( {7.5} right)}^2}
$$left[ {frac{{8{{left( {3.75} right)}^3} + 1}}{{{{left( {7.5} right)}^2} – 6.5}}} right]$$ is equal to :
Solve $$sqrt {197} $$ × 6.99 + 626.96 = ?
Solve $$sqrt {197} $$ × 6.99 + 626.96 = ?