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WorksheetsMPC LAST CDF
Total questions: 28
Worksheet time: 14mins
THERE ARE ______RATIONAL NUMBERS BETWEEN TWO Rational numbers
1
LIMITED
UNLIMITED
leave it dumb
All integers and fractions are
fractions
integers
rational no.
whole no
Product of two rational numbers=
product of numerator/product of denominator
HCF OF NUMERATOR AND DENOMINATOR
LCM OF NUMERATOR AND DENOMINATOR
HCF OF NUMERATOR AND DENOMINATOR/LCM OF NUMERATOR AND DENOMINATOR
THE NUMBER ___ IS NEITHER POSITIVE NOR NEGATIVE
TO DIVIDE A RATIONAL NUMBER, WE MULTIPLY THE FIRST NO. WITH THE _____ OF OTHER
TO REDUCE A RATIONAL NO. TO ITS STANDARD FORM, WE DIVIDE BOTH THE NUMERATOR AND THE DENOMINATOR BY ____
HCF
A RATIONAL NO.IS SAID TO BE IN ITS STANDARD FORM IF IT HAS NO FACTOR OTHER THAN _____
MOLECULAR FORMULA=n x ________
empirical formula
actual yield/theoritical yield x 100 =
YIELD
PERCENT YIELD
CRYSTALLISATION%
NOOOB
PERCENT YIELD IS A PERCENT RATIO OF ACTUAL YIELD AND _______
THE REAGENT WHICH GIVES THE SMALLER AMOUNT THAN EXPECTED IS CALLED _____
THE ADDITION OF OXYGEN AND REMOVAL OF HYDROGEN IS CALLED _____
THE REMOVAL OF OXYGEN AND ADDITION Of HYDROGEN IS CALLED ______
REDUCTION
REMOVAL OF ELECTROPOSITIVE ATOM FROM A SUBSTANCE IS CALLED ____
OXIDATION
_____ IS A FORM OF ENERGY WHICH CAUSES THE SENSATION OF SIGHT
THE RAYS OF LIGHT WHICH TRAVELS PARALLEL TO EACH OTHER IS CALLED _______
PARALLEL BEAM OF LIGHT
THE BRANCH OF PHYSICS WHICH DEALS WITH THE STUDY OF LIGHT AND ITS BEHAVIOR ITS CALLED
THE MEDIUM THROUGH WHICH LIGHT CAN PASS MORE OR LESS IS CALLED ____
OPTICAL MEDIUM
BRAINLESSS
THE PATH ALONG WHICH THE LIGHT TRAVELS FROM ONE POINT TO ANOTHER IS CALLED _____
RAY
TRIANGLE
BROOO, LEAVE ITT
THE MEDIUM WHOSE PHYSICAL PROPERTIES ARE SAME EVERYWHERE IS CALLED_____
THE MEDIUM THROUGH WHICH LIGHT CAN PASS EASILY IT IS CALLED _______
A POLYGON WITH THREE SIDES IS CALLED AS _____
SUM OF ALL ANGLES IN A TRIANGLE IS ______
A TRIANGLE WHOSE TWO SIDES ARE EQUAL ARE CALLED _____
IF EACH ANGLE IN A TRIANGLE IS ACUTE ANGLE THEN THE TRIANGLE IS CALLED _______
Acute Angled triangle
TWO SIDES WITH INCLUDED ONE ANGLE, WHICH AXIOM IS IT?
TWO ANGLES WITH ONE INCLUDED SIDE, WHICH AXIOM IS IT
THREE SIDES WITH NO INCLUDED ANGLE, WHICH AXIOM IS IT
