please hig
please
please
please hig
please
hig


1 please hig

Category: General
Words: 825
Amount: $25
Writer: 1

Paper instructions

please highlight the correct answers in yellow please. make sure to read every question correctly ATTACHMENT PREVIEW Download attachment .t { position: absolute; -webkit-transform-origin: top left; -moz-transform-origin: top left; -o-transform-origin: top left; -ms-transform-origin: top left; -webkit-transform: scale(0.25); -moz-transform: scale(0.25); -o-transform: scale(0.25); -ms-transform: scale(0.25); z-index: 2; position:absolute; white-space:nowrap; overflow:visible; } // Ensure that we're not replacing any onload events function addLoadEvent(func) { var oldonload = window.onload; if (typeof window.onload != 'function') { window.onload = func; } else { window.onload = function() { if (oldonload) { oldonload(); } func(); } } } addLoadEvent(function(){load1();}); function adjustWordSpacing(widths) { var i, allLinesDone = false; var isDone = []; var currentSpacing = []; var elements = []; // Initialise arrays for (i = 0; i < widths.length; i++) { elements[i] = document.getElementById(widths[i][0]); if (isIE) widths[i][1] = widths[i][1] * 4; if (elements[i].offsetWidth < widths[i][1]) { currentSpacing[i] = Math.floor((widths[i][1] - elements[i].offsetWidth) / elements[i].innerHTML.match(/\s.| ./g).length);//min if (isIE) currentSpacing[i] = Math.floor(currentSpacing[i] / 4); isDone[i] = false; } else { currentSpacing[i] = 1;//too long isDone[i] = true; } } while (!allLinesDone) { // Add each adjustment to the render queue without forcing a render for (i = 0; i < widths.length; i++) { if (!isDone[i]) { elements[i].style.wordSpacing = currentSpacing[i] + 'px'; } } allLinesDone = true; // If elements still need to be wider, add 1 to the word spacing for (i = 0; i < widths.length; i++) { if (!isDone[i] && currentSpacing[i] < 160) { if (elements[i].offsetWidth >= widths[i][1]) { isDone[i] = true; } else { currentSpacing[i]++; allLinesDone = false; } } } } for (i = 0; i < widths.length; i++) { elements[i].style.wordSpacing = (currentSpacing[i] - 1) 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#tz_1{left:132px;top:348px;} #t10_1{left:94px;top:362px;} #t11_1{left:113px;top:362px;} #t12_1{left:113px;top:376px;} #t13_1{left:132px;top:376px;} #t14_1{left:113px;top:390px;} #t15_1{left:132px;top:390px;} #t16_1{left:113px;top:404px;} #t17_1{left:132px;top:404px;} #t18_1{left:113px;top:418px;} #t19_1{left:132px;top:418px;} #t1a_1{left:94px;top:432px;} #t1b_1{left:113px;top:432px;} #t1c_1{left:113px;top:446px;} #t1d_1{left:132px;top:446px;} #t1e_1{left:132px;top:461px;} #t1f_1{left:113px;top:475px;} #t1g_1{left:132px;top:475px;} #t1h_1{left:132px;top:490px;} #t1i_1{left:113px;top:504px;} #t1j_1{left:132px;top:504px;} #t1k_1{left:132px;top:519px;} #t1l_1{left:94px;top:533px;} #t1m_1{left:113px;top:533px;} #t1n_1{left:113px;top:548px;} #t1o_1{left:132px;top:548px;} #t1p_1{left:113px;top:562px;} #t1q_1{left:132px;top:562px;} #t1r_1{left:113px;top:576px;} #t1s_1{left:132px;top:576px;} #t1t_1{left:113px;top:590px;} #t1u_1{left:132px;top:590px;} #t1v_1{left:94px;top:604px;} 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) 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Which of the following groups of acTviTes best develops total body muscular strength a. CondiToning drill 1,2, and 3 b. ±he push up and sit up drill c. ±he strength training circuit and the guerilla drill d. Climbing drill 1 and 2 2. Which of the following statements is NO± true about the conduct of strength and mobility exercises, drills and acTviTes a. ±he purpose of strength and mobility acTviTes is to improve funcTonal strength, postural alignment and body mechanics as they relate to W±BDs b. CondiToning drills 1 and 2 each consist of 5 exercises performed for 5 repeTTons each during the toughening phase. c. Climbing drill 2 and the guerilla drills are performed during the sustaining phase d. Soldiers should progress to performing condiToning drills 1 and 2 in full ba²le ra²le toward the end of the toughening phase. 3. 1sg smith is 35 years old 5’4” tall and weighs 155 pounds. What is her maximal allowable weight according to the screening table in AR 600-9 a. 147 pounds b. 149 pounds c. 151 pounds d. 154 pounds 4. Personnel who are overweight IAW 600-9 are a. Allowed to a²end professional military schools if approved by the commander b. Non-promotable and will not be assigned to command, CSM or 1sg posiTons c. Required to have weight reducTon counseling prior to enrollment in the AWCP d. All of the above 5. Which of the following is true about the AWCP a. Company commanders and 1sg’s are the only unit members allowed by regulaTon to conduct percent body fat measurements b. Soldiers will be measured by individuals of the same gender. If this cannot be accomplished a female soldier will be present when males measure females c. Commanders will remove soldiers from the AWCP as soon as the soldiers meets screening table weight prescribed in AR-600-9 ±able 3-1 6. Unit commanders or supervisors will conduct body fat measurements when a soldier? a. Meets screening table weight b. Fails the APF± c. ±akes the APF± or every 6 months d. Fails screening table weight 7. Soldiers who fail the APF± for the ³rst Tme or fail to take a “record” APF± within the required period will be? a. Referred to the medical treatment facility to ensure there is no underlying medical condiTon the prevents the solider from passing the APF± b. Retested with 120 days following the iniTal APF± failure c. Flagged IAW ar 600-8-2 suspension of favorable personnel acTon d. Placed on temporary medical pro³le and allowed 3 months to prepare for an alternate test. var isIE = false; var f1 = [['t2_1',1600],['t4_1',515],['t6_1',505],['t8_1',899],['ta_1',393],['tc_1',1674],['td_1',535],['tf_1',1661],['tg_1',1037],['ti_1',1606],['tj_1',549],['tl_1',1486],['tn_1',1700],['to_1',622],['tq_1',1790],['tr_1',822],['tt_1',219],['tv_1',219],['tx_1',219],['tz_1',219],['t11_1',844],['t13_1',1459],['t15_1',1428],['t17_1',1464],['t19_1',293],['t1b_1',867],['t1d_1',1580],['t1e_1',758],['t1g_1',1699],['t1h_1',1146],['t1j_1',1672],['t1k_1',848],['t1m_1',1601],['t1o_1',549],['t1q_1',258],['t1s_1',628],['t1u_1',512],['t1w_1',1732],['t1x_1',275],['t1z_1',1721],['t20_1',871],['t22_1',1034],['t24_1',435],['t25_1',764],['t27_1',1702]]; function load1(){ var timeout = 100; if (navigator.userAgent.match(/iPhone|iPad|iPod|Android/i)) timeout = 500; setTimeout(function() {adjustWordSpacing(f1);},timeout); }

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