New record!
Skill statistics
Points
Correct
0
Multiplier
X1
Record
Current session
Current session
You are not logged in
Create a free account to save your progress and get a personalized selection of useful materials.
Unable to load saved statistics. You can keep practicing while we reconnect.
Settings
Practice duration
Time per question
Mistakes
Mistakes made during practice will appear here.
Skill mastery level
About this skill
Reduction formulas
{"buttons":[],"questions":[{"text":"$\\cos(90^\\circ-\\alpha)$?","answer":0,"explanation":"$\\cos(90^\\circ-\\alpha)$ = $\\sin \\alpha$","correct_text":"$\\sin \\alpha$","buttons":["$\\sin \\alpha$","$\\cos \\alpha$","$-\\sin \\alpha$","$-\\cos \\alpha$"]},{"text":"$\\cos(90^\\circ+\\alpha)$?","answer":0,"explanation":"$\\cos(90^\\circ+\\alpha)$=$-\\sin \\alpha$","correct_text":"$-\\sin \\alpha$","buttons":["$-\\sin \\alpha$","$\\sin \\alpha$","$-\\cos \\alpha$","$\\cos \\alpha$"]},{"text":"$\\cos(180^\\circ-\\alpha)$?","answer":0,"explanation":"$\\cos(180^\\circ-\\alpha)$=$-\\cos \\alpha$","correct_text":"$-\\cos \\alpha$","buttons":["$-\\cos \\alpha$","$\\cos \\alpha$","$-\\sin \\alpha$","$\\sin \\alpha$"]},{"text":"$\\sin(90^\\circ-\\alpha)$?","answer":0,"explanation":"$\\sin(90^\\circ-\\alpha)$=$\\cos \\alpha$","correct_text":"$\\cos \\alpha$","buttons":["$\\cos \\alpha$","$-\\cos \\alpha$","$-\\sin \\alpha$","$\\sin \\alpha$"]},{"text":"$\\sin(90^\\circ+\\alpha)$?","answer":0,"explanation":"$\\sin(90^\\circ+\\alpha)$=$\\cos \\alpha$","correct_text":"$\\cos \\alpha$","buttons":["$\\cos \\alpha$","$-\\cos \\alpha$","$-\\sin \\alpha$","$\\sin \\alpha$"]},{"text":"$\\sin(180^\\circ-\\alpha)$?","answer":0,"explanation":"$\\sin(180^\\circ-\\alpha)$=$\\sin \\alpha$","correct_text":"$\\sin \\alpha$","buttons":["$\\sin \\alpha$","$-\\sin \\alpha$","$-\\cos \\alpha$","$\\cos \\alpha$"]},{"text":"$\\tg(90^\\circ-\\alpha)$?","answer":0,"explanation":"$\\tg(90^\\circ-\\alpha)$=$\\ctg \\alpha$","correct_text":"$\\ctg \\alpha$","buttons":["$\\ctg \\alpha$","$-\\ctg \\alpha$","$\\tg \\alpha$","$-\\tg \\alpha$"]},{"text":"$\\tg(90^\\circ+\\alpha)$?","answer":0,"explanation":"$\\tg(90^\\circ+\\alpha)$=$-\\ctg \\alpha$","correct_text":"$-\\ctg \\alpha$","buttons":["$-\\ctg \\alpha$","$\\ctg \\alpha$","$\\tg \\alpha$","$-\\tg \\alpha$"]},{"text":"$\\tg(180^\\circ-\\alpha)$?","answer":0,"explanation":"$\\tg(180^\\circ-\\alpha)$=$-\\tg \\alpha$","correct_text":"$-\\tg \\alpha$","buttons":["$-\\tg \\alpha$","$\\tg \\alpha$","$-\\ctg \\alpha$","$\\ctg \\alpha$"]},{"text":"$\\ctg(180^\\circ-\\alpha)$?","answer":0,"explanation":"$\\ctg(180^\\circ-\\alpha)$=$-\\ctg \\alpha$","correct_text":"$-\\ctg \\alpha$","buttons":["$-\\ctg \\alpha$","$\\ctg \\alpha$","$-\\tg \\alpha$","$\\tg \\alpha$"]},{"text":"$\\ctg(90^\\circ+\\alpha)$?","answer":0,"explanation":"$\\ctg(90^\\circ+\\alpha)$=$-\\tg \\alpha$","correct_text":"$-\\tg \\alpha$","buttons":["$-\\tg \\alpha$","$\\tg \\alpha$","$-\\ctg \\alpha$","$\\ctg \\alpha$"]},{"text":"$\\ctg(90^\\circ-\\alpha)$?","answer":0,"explanation":"$\\ctg(90^\\circ-\\alpha)$=$\\tg \\alpha$","correct_text":"$\\tg \\alpha$","buttons":["$\\tg \\alpha$","$-\\tg \\alpha$","$\\ctg \\alpha$","$-\\ctg \\alpha$"]}],"no_uppercase":true}