English Grammar - One-word substitution English Grammar - One-word substitution


English Grammar - One-word substitutionEnglish Grammar - One-word substitution



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A murder of an important person for political reason Assassination
Act of intentional and unlawful killing Murder
Cruel Killing of large number of people Massacre
The killing of Father Patricide
The killing of Fungi fungicide
The killing of King Regicide
The killing of Mother Matricide
The killing of Pest Pesticide
The killing of Sister Sororicide
The killing of Wife Uxoricide
The killing of a man byj another man Homicide
The killing of a race of people geonocide
The killing of an Infant Infanticide
The killing of brother Fractricide
The killing of one self Suicide
The killing of one's own parent or other near relativesParricide
The killing of unwanted vegitation Herbicide
Mercy killing Euthanasia
Notice of a person's death in a daily Obituary
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Diseases and Diagnostic tests

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Bilirubin test – Hepatiits.
Biopsy test – cancer.
Dots test – Tuberculosis.
ELISA test – AIDS.
Histamine test – Leprosy.
Mamography test – Breast cancer.
Mantoux test – Tuberculosis.
Neva Test – AIDS.
Pap smear test – cervical cancer.
Shick test- Diphtheria.
Tine Test – Tuberculosis.
Tourniquet test – Dengue fever.
Waserman Test – Syphilis.
Western Blot – AIDS.
Widal test – Typhoid.
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Winds Storms And Cyclones

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1953 മുതൽ ആണ് സൈക്ലോൺ കൾക്ക് പേര് നൽകാൻ ആരംഭിച്ചത് . ഇന്ത്യൻ മഹാസമുദ്ര പ്രദേശത്തെ ചുഴലിക്കാറ്റുകൾക്കു പേര് നല്കുന്ന രാജ്യങ്ങൾ ഇന്ത്യ, പാകിസ്ഥാൻ, ശ്രിലങ്ക, ബംഗ്ലാദേശ്, തായ്ലാൻഡ്‌, മ്യാന്മാർ, മാലിദ്വീപ്പ്,ഒമാൻ.


 സാഗർ.

ശ്രീലങ്കന്‍ തീരത്ത്  രൂപപ്പെട്ട അന്തരീക്ഷ ചുഴലിയാണ് സാഗര്‍.

സാഗർ എന്ന പേര്  നൽകിയത് :ഇന്ത്യ .

മലാക്ക കടലിടുക്കില്‍ ര...

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Time and Work Problems - Shortcut Tricks and Formulas

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Problems Type 1: .

A can finish work in X days. .

B can finish work in Y days.


Both can finish in Z days = (X*Y) / (X+Y). .


Problems Type 2: .

Both A and B together can do work in T days.

A can do this work in X days.


then, B can do it in Y days = (X*T) / (X-T) .


Problems Type 3: .

A can finish work in X days.

B can finish work in Y days.

C can finish work in Z days.


Together they can do work in T days = (X*Y*Z)/ [(X*Y)+(Y*Z)+(X*Z)] .


Problems Type 4: .

A can finish work in X days.

B can finish work in Y days.


A*X = B*Y.

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