Sentence examples for efficient left from inspiring English sources

Exact(1)

Imaging studies have also shown that the right side of the brain's dorsal attention network does the bulk of the work – people who do badly on the sorts of tests DeGutis and Esterman asked me to perform show more activation across both hemispheres, suggesting they are leaning more heavily on the less efficient left.

Similar(59)

Gray was a fluent player with a highly efficient left-handed slapping technique, while the band have won countless awards – including a Grammy for Before I Forget in 2006 – and sold millions of records worldwide.

As shown, the initial capture and release is highly efficient (upper left panel), and with no product detectable in the eluate corresponding to the second release (lower left panel).

Should it really have been a surprise that Suarez, the most exciting forward in the Premier League, was both so thrilling and so efficient on the left wing?

Recent data show that colonoscopy is efficient in preventing left-sided cancers only.

The output results are efficient connection length of left side and right side, top width (WT) and bottom width (WB) of the weld bead.

Wilson (8-5) gave up one unearned run and three hits, striking out 10, walking three and throwing 106 pitches -- a highly efficient start for the left-hander, who has struggled with command and putting batters away.

If he can maximize that extra time, Long says, he expects Jeter, a superb opposite-field hitter, to become more efficient and explosive, driving balls to left and left-center.

His successor is Pravin Gordhan (pictured left), previously an efficient head of the tax-collecting department, who, despite a background in the Communist Party, is generally deemed economically orthodox.

The relation of the present torques in the three axes and its efficient ones is presented by left[ {begin{array}{*{20}c} {tau_{{x_{e} }} } {tau_{{y_{e} }} } {tau_{{z_{e} }} } end{array} } right] = varvec{E }f_{on/off} left( {varvec{E}^ left[ {begin{array}{*{20}c} {tau_{x} } {tau_{y} } {tau_{z} } end{array} } right]} right) (8).

We must solve the following maximization problem begin{aligned} max _{0le rho le 1}W(rho )=A 1- 1-rho )^{{overline{d}}+1})-Crho. end{A 1- 1-rhoe second order condition is sA 1- 1-rhond the first order condition (( W^{prime }(rho )=0)) provides the efficient outcome (rho ^{overline{d frac{1}{frac{A}+1} -Crhoright] ^{1/d}+1} -Crho

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